{ "directory_version": "1.0", "name": "CalcMyCompound", "url": "https://www.calcmycompound.com", "description": "A free compound interest calculator for savings scenarios with monthly contributions, growth charts and annual breakdowns.", "reviewed": "2026-10-29", "locales": [ "ar", "de", "en", "es", "fr", "hi", "id", "it", "ja", "ko", "ms", "nl", "pl", "pt", "ru", "sv", "th", "tr", "vi", "zh" ], "capabilities": [ "Daily, monthly, quarterly and annual compounding scenarios.", "Contributions at the beginning or end of a month, optional inflation and tax assumptions.", "Savings growth chart, year-by-year breakdown and a simple versus compound interest comparison.", "English and Spanish homepages: editable nominal-rate versus APY and second-rate comparisons, versioned device saves/reopen, CSV/JSON exports and branded print/PDF reports. The English article retains the same comparison.", "Visual one-page summaries of selected calculations with branded charts, key figures and milestones. Complete year data stays in CSV/JSON exports.", "All 12 educational articles have actual localized editions in all 20 languages, including compounding frequency, nominal/APY conversion, monthly deposits, Rule of72, savings goals, retirement accumulation, credit-card terms, regular investing and inflation. Concise translations preserve model and US-only jurisdiction limits. Interactive comparisons remain English/Spanish; the optional assistant supports all 20 site languages.", "Optional 20-language homepage assistant helps compare savings projections, compounding and starting-principal or monthly-deposit goals. Review the figures, formulas and assumptions with each answer. A labelled bottom-right button opens a compact nonmodal chat window with retained messages and drafts, explicit submission and a Stop action that stops waiting. The calculator remains usable." ], "scenario_assistant": { "enabled": true, "interface_languages": [ "en", "es", "zh", "de", "fr", "pt", "ja", "ko", "ar", "hi", "ru", "id", "tr", "vi", "th", "it", "nl", "pl", "sv", "ms" ], "calculations": "Savings projections, compounding comparisons and savings goals", "public_integration_api": false, "submission_authorizes_processing": true }, "interactive_examples": [ { "url": "https://www.calcmycompound.com/en/blog/compounding-frequency-explained/#compounding-comparison", "inLanguage": "en", "modelVersion": "compounding-frequency/1.0.0", "data": "https://www.calcmycompound.com/examples/compounding-frequency.json" }, { "url": "https://www.calcmycompound.com/en/#calculator-tools", "inLanguage": "en", "modelVersion": "compounding-frequency/1.0.0", "data": "https://www.calcmycompound.com/examples/compounding-frequency.json" }, { "url": "https://www.calcmycompound.com/es/#calculator-tools", "inLanguage": "es", "modelVersion": "compounding-frequency/1.0.0", "data": "https://www.calcmycompound.com/examples/compounding-frequency.json" } ], "methodology": [ "Without contributions: A = P × (1 + r/n)^(n×t). r is the nominal annual rate as a decimal.", "Daily compounding uses a 365-day year. Monthly contribution intervals use 365/12 days in that model.", "Inflation-adjusted annual rate: (1 + effective rate)/(1 + inflation rate) − 1.", "Contributions and tax assumptions are documented alongside results.", "The no-cash-flow frequency comparison uses one versioned model for chart, table, explanation and export; equal APY uses P × (1 + APY)^years." ], "limitations": [ "Constant rates are assumptions, not forecasts or guaranteed investment returns.", "Fees, market volatility and account-specific tax rules are not modeled completely." ], "resources": [ { "path": "/examples/homepage-scenario.json", "format": "Worked example JSON", "type": "application/json", "description": "A reproducible homepage calculation with explicit scope and inputs." }, { "path": "/robots.txt", "format": "RFC 9309", "type": "text/plain", "description": "Crawl policy for public pages and rendering assets." }, { "path": "/sitemap.xml", "format": "XML Sitemap + hreflang", "type": "application/xml", "description": "Canonical pages and reciprocal language equivalents derived from existing routes." }, { "path": "/llms.txt", "format": "Markdown directory", "type": "text/plain", "description": "Concise identity, methods, canonical starting points and citation guidance." }, { "path": "/llms-full.txt", "format": "Markdown directory", "type": "text/plain", "description": "Complete generated page directory, grouped by language, with summaries." }, { "path": "/llms-full/index.txt", "format": "Markdown directory", "type": "text/plain", "description": "Smaller language-specific directories for bounded retrieval." }, { "path": "/site-directory.json", "format": "Custom JSON directory 1.0", "type": "application/json", "description": "The route inventory used to generate this page and discovery files." }, { "path": "/feed.json", "format": "JSON Feed 1.1", "type": "application/feed+json", "description": "Guide summaries linking to their canonical pages; known dates only." }, { "path": "/schema-feed.json", "format": "schema.org DataFeed / JSON-LD", "type": "application/ld+json", "description": "Page descriptions, language and canonical identity." }, { "path": "/manifest.webmanifest", "format": "Web App Manifest", "type": "application/manifest+json", "description": "Application identity, theme and icons." }, { "path": "/ai.json", "format": "Custom site directory 1.0", "type": "application/json", "description": "Public site identity, capabilities and canonical discovery resources." }, { "path": "/.well-known/ai.json", "format": "Custom site directory 1.0", "type": "application/json", "description": "Calculator tools, supported scenarios and worked examples." }, { "path": "/openapi.yaml", "format": "OpenAPI 3.0.3", "type": "application/yaml", "description": "Read-only discovery resource contract. It does not expose browser calculations as an API." }, { "path": "/.well-known/security.txt", "format": "RFC 9116", "type": "text/plain", "description": "Security reporting contact and expiry." } ], "suite": [ { "name": "PercentEase", "url": "https://percentease.com/en/", "job": "Percentages, ratios and changes" }, { "name": "CalcMyCompound", "url": "https://www.calcmycompound.com/en/", "job": "Compound-interest scenarios" }, { "name": "BMI Calc Now", "url": "https://www.bmicalcnow.com/en/", "job": "Adult BMI screening calculator" }, { "name": "Verse Made Simple", "url": "https://www.versemadesimple.com/", "job": "Bible source text and AI-assisted explanations" }, { "name": "Kymata Health", "url": "https://kymatahealth.com/", "job": "Health publication and calculators" } ], "pages": [ { "url": "https://www.calcmycompound.com/ar/about/", "locale": "ar", "route": "/about/", "title": "حول CalcMyCompound", "description": "شاهد كيف ينمو أموالك بقوة الفائدة المركبة.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ar/ai/", "locale": "ar", "route": "/ai/", "title": "وصول الذكاء الاصطناعي | CalcMyCompound", "description": "توفر هذه الصفحة ملخصاً منظماً لـ CalcMyCompound لأنظمة الذكاء الاصطناعي والنماذج اللغوية الكبيرة والمطورين.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ar/blog/", "locale": "ar", "route": "/blog/", "title": "المدونة — CalcMyCompound", "description": "مقالات عن الفائدة المركبة والاستثمار والنمو المالي.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ar/contact/", "locale": "ar", "route": "/contact/", "title": "اتصل بنا — CalcMyCompound", "description": "هل لديك سؤال أو ملاحظات؟", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ar/faq/", "locale": "ar", "route": "/faq/", "title": "الأسئلة الشائعة | CalcMyCompound", "description": "تُحسب الفائدة المركبة على رأس المال الأولي والفائدة المتراكمة. في كل فترة تُضاف الفائدة إلى الرصيد المستخدم في الحساب التالي.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ar/guides/compound-interest-explained/", "locale": "ar", "route": "/guides/compound-interest-explained/", "title": "ما هي الفائدة المركبة؟", "description": "يستخدم المثال القابل لإعادة الحساب 10,000 دولار أمريكي ومعدلًا اسميًا سنويًا ثابتًا 7% ومدة 20 سنة دون إيداعات. يوميًا يعني 365 فترة سنويًا. تُستبعد الرسوم والضرائب والتضخم والسحوبات؛ هذه سيناريوهات وليست وعودًا بالعائد.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ar/guides/how-to-use-compound-interest-calculator/", "locale": "ar", "route": "/guides/how-to-use-compound-interest-calculator/", "title": "كيفية استخدام CalcMyCompound", "description": "احسب الفائدة المركبة مع إيداعات شهرية وقارن النمو السنوي وراجع المعدل والتكرار ووقت الإيداع. النتائج سيناريوهات وليست عوائد مضمونة.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ar/how-it-works/", "locale": "ar", "route": "/how-it-works/", "title": "ما هي الفائدة المركبة؟", "description": "تُحسب الفائدة المركبة على رأس المال الأولي والفائدة المتراكمة. في كل فترة تُضاف الفائدة إلى الرصيد المستخدم في الحساب التالي. افتراضات توضيحية. المعدلات ثابتة؛ النتائج ليست توقعات.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ar/", "locale": "ar", "route": "/", "title": "آلة حاسبة الفائدة المركبة المجانية | CalcMyCompound", "description": "احسب الفائدة المركبة مع إيداعات شهرية وقارن النمو السنوي وراجع المعدل والتكرار ووقت الإيداع. النتائج سيناريوهات وليست عوائد مضمونة.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ar/privacy/", "locale": "ar", "route": "/privacy/", "title": "سياسة الخصوصية", "description": "سياسة الخصوصية", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ar/terms/", "locale": "ar", "route": "/terms/", "title": "شروط الخدمة", "description": "شروط الخدمة", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ar/tools/", "locale": "ar", "route": "/tools/", "title": "آلات حاسبة وأدوات مجانية عبر الإنترنت", "description": "آلات حاسبة وأدوات مجانية عبر الإنترنت. جميع الأدوات ملك Kymata Labs LLC.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ar/tools/simple-interest/", "locale": "ar", "route": "/tools/simple-interest/", "title": "حاسبة الفائدة البسيطة", "description": "احسب الفائدة على أصل المبلغ مع تفاصيل سنوية.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ar/blog/the-power-of-compound-interest/", "locale": "ar", "route": "/blog/the-power-of-compound-interest/", "title": "الفائدة المركبة: مثال يوضح نمو الرصيد", "description": "تُحسب الفائدة المركبة على رأس المال والفائدة السابقة. من دون إيداعات أو سحوبات، تكون الصيغة A = P × (1 + r/n)^(n×t). يمثّل r المعدل السنوي الاسمي بصيغة عشرية، وn عدد فترات التركيب في السنة، وt المدة بالسنوات. يوضح الجدول حسابًا تعليميًا لرأس مال 10,000 دولار بمعدل اسمي ثابت 7% وتركيب شهري؛ لا يتضمن رسومًا أو ضرائب أو تضخمًا.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ar/blog/compound-vs-simple-interest/", "locale": "ar", "route": "/blog/compound-vs-simple-interest/", "title": "الفائدة البسيطة والمركبة: مقارنة بنفس الافتراضات", "description": "تُحسب الفائدة البسيطة على أصل المبلغ فقط: A = P(1 + rt). أما الفائدة المركبة فتشمل الفائدة السابقة: A = P(1 + r/n)^(nt). نقارن أصلًا ثابتًا قدره 10,000 دولار، ومعدلًا سنويًا اسميًا 7%، ومن دون إيداعات أو سحوبات. يُستخدم التركيب الشهري للحالة المركبة. لا تُخصم رسوم أو ضرائب أو تضخم. هذه مقارنة حسابية؛ وقد تختلف شروط الحسابات والديون الفعلية.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ar/blog/compound-interest-financial-goals/", "locale": "ar", "route": "/blog/compound-interest-financial-goals/", "title": "نمذجة هدف ادخاري دون وعد بالعائد", "description": "سجّل رأس المال الأولي والإيداع الشهري والمعدل الاسمي والتكرار والمدة ووقت الإيداع. قارن عدة افتراضات للمعدل. الرصيد الاسمي المستقبلي ليس القوة الشرائية الحالية. استخدم حقل التضخم مرة واحدة وراجع افتراضات الضرائب؛ فقد تختلف الشروط والرسوم الفعلية.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ar/blog/compounding-frequency-explained/", "locale": "ar", "route": "/blog/compounding-frequency-explained/", "title": "مقارنة التكرار عند المعدل الاسمي نفسه", "description": "يستخدم المثال القابل لإعادة الحساب 10,000 دولار أمريكي ومعدلًا اسميًا سنويًا ثابتًا 7% ومدة 20 سنة دون إيداعات. يوميًا يعني 365 فترة سنويًا. تُستبعد الرسوم والضرائب والتضخم والسحوبات؛ هذه سيناريوهات وليست وعودًا بالعائد.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ar/blog/rule-of-72-explained/", "locale": "ar", "route": "/blog/rule-of-72-explained/", "title": "قاعدة 72: مدة التضاعف والإيداعات المنتظمة", "description": "تقدّر قاعدة 72 عدد سنوات تضاعف رأس المال بقسمة 72 على معدل سنوي موجب مكتوب كنسبة مئوية. تفترض نموًا مركبًا ثابتًا دون إيداعات أو سحوبات، وليست توقعًا استثماريًا.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ar/blog/save-one-million-compound-interest/", "locale": "ar", "route": "/blog/save-one-million-compound-interest/", "title": "نمذجة هدف مليون دولار", "description": "الهدف الاسمي 1,000,000 دولار لا يمثل القوة الشرائية اليوم. يبدأ المثال برأس مال 0 ومعدل اسمي سنوي ثابت 7% وتركيب شهري وإيداعات نهاية الشهر، دون رسوم أو ضرائب أو تضخم. تُقرب الدفعة المطلوبة للأعلى إلى السنت التالي. اختبر القدرة على الادخار ومعدلات أقل؛ بلوغ رصيد معين لا يضمن دخل تقاعد مستدامًا.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ar/blog/compound-interest-retirement-planning/", "locale": "ar", "route": "/blog/compound-interest-retirement-planning/", "title": "تراكم مدخرات التقاعد وحدود النموذج", "description": "قارن المبالغ والمدد مع بيان المعدل وتوقيت الإيداع. تبدأ الأمثلة من 0 بمعدل اسمي سنوي ثابت 7% وتركيب شهري وإيداعات نهاية الشهر، دون سحوبات أو تكاليف أو ضرائب أو تضخم. اختلاف المبلغ والمدة لا يعزل العمر وحده. تحتاج الخسائر وسحوبات التقاعد تحليلًا مستقلًا؛4% من مليون تساوي 40,000 حسابيًا وليست ضمان دخل مستدام.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ar/blog/credit-card-compound-interest/", "locale": "ar", "route": "/blog/credit-card-compound-interest/", "title": "فائدة البطاقات: الرصيد اليومي والعقد الفعلي", "description": "تصف CFPB الأمريكية طرق الرصيد اليومي؛ الحساب اليومي لا يثبت إضافة الفائدة إلى الأصل يوميًا. راجع APR وفترة السماح وقواعد السداد. رصيد ثابت 5,000 دولار بمعدل افتراضي 24% APR/365 لمدة 30 يومًا دون معاملات أو تكاليف أو رسملة يولد 98.63 دولار. ليس هذا توقعًا للسداد. يحاكي CalcMyCompound تراكم الادخار لا سداد البطاقة؛ حساب الحد الأدنى يتطلب العقد الفعلي.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ar/blog/dollar-cost-averaging-compound-interest/", "locale": "ar", "route": "/blog/dollar-cost-averaging-compound-interest/", "title": "الاستثمار الدوري ومتوسط التكلفة وخطر الخسارة", "description": "تشتري الدفعات الدورية المتساوية وحدات أكثر عند انخفاض السعر، لكنها لا تمنع الخسارة. ثلاث مشتريات كل منها 100 دولار بأسعار 10 / 5 / 20 تشتري 35 وحدة بمجموع 300 دولار ومتوسط نحو 8.57. إذا أصبح السعر 5 فالقيمة 175 قبل التكاليف. نموذج الادخار بمعدل ثابت لا يحاكي أسعار الأسهم ولا يثبت تفوق استراتيجية.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ar/blog/inflation-vs-compound-interest/", "locale": "ar", "route": "/blog/inflation-vs-compound-interest/", "title": "النمو المركب والقوة الشرائية الحقيقية", "description": "للمعدلات السنوية الفعلية المتقابلة: العائد الحقيقي=(1+العائد)/(1+التضخم)−1. عند 7% و 3% يكون نحو 3.88% لا 4%. مبلغ 10,000 دولار بمعدل سنوي 7% لمدة 30 سنة دون تدفقات أو تكاليف يبلغ اسميًا 76,122.55 دولار؛ قسمته مرة واحدة على 1.03^30 تعطي 31,361.48 دولار من القوة الشرائية الأولية. لا تعدل التضخم مرتين.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ar/blog/apy-vs-interest-rate-calculator/", "locale": "ar", "route": "/blog/apy-vs-interest-rate-calculator/", "title": "APY والمعدل الاسمي: تحويل أساس الحساب", "description": "يتضمن APY التركيب السنوي أصلًا. مبلغ 10,000 دولار بعائد 5% APY يصبح 10,500 بعد سنة دون تدفقات أو تكاليف، بينما 5% اسمي مع تركيب شهري يعطي 10,511.62. للمحافظة على 5% APY استخدم العائد الشهري(1.05)^(1/12)−1 والمعدل الاسمي السنوي المكافئ نحو 4.888949%. احتفظ بالدقة وراجع العقد؛ ثبات المعدل لسنوات افتراض.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ar/blog/monthly-deposits-beginning-vs-end/", "locale": "ar", "route": "/blog/monthly-deposits-beginning-vs-end/", "title": "الإيداعات الشهرية في أول الشهر أم نهايته", "description": "مع أصل 0 وإيداع 100 شهريًا لمدة 12 شهرًا بمعدل اسمي 6% وتركيب شهري ودون تكاليف، تعطي نهاية الشهر 1,233.56 وبدايته 1,239.72. مجموع الإيداعات 1,200 في الحالتين. الشهر الإضافي يخص الإيداعات فقط لا رأس المال الأولي. عند معدل صفر تتساوى النتيجتان، والسالب يعكس الأفضلية المعتادة. قرب العرض فقط؛ تواريخ البنك الفعلية قد تختلف.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/de/about/", "locale": "de", "route": "/about/", "title": "Über CalcMyCompound", "description": "Sehen Sie genau, wie Ihr Geld mit der Kraft des Zinseszinses wächst. Geben Sie Ihre Daten ein für eine sofortige Berechnung.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/de/ai/", "locale": "de", "route": "/ai/", "title": "KI- und maschinenlesbarer Zugang | CalcMyCompound", "description": "Diese Seite bietet eine strukturierte Zusammenfassung von CalcMyCompound für KI-Systeme, LLMs und Entwickler.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/de/blog/", "locale": "de", "route": "/blog/", "title": "Blog — CalcMyCompound", "description": "Artikel über Zinseszins, Investitionen und Finanzwachstum.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/de/contact/", "locale": "de", "route": "/contact/", "title": "Kontakt — CalcMyCompound", "description": "Haben Sie eine Frage, Feedback oder eine Partnerschaftsanfrage?", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/de/faq/", "locale": "de", "route": "/faq/", "title": "Häufig gestellte Fragen | CalcMyCompound", "description": "Zinseszins ist Zins, der sowohl auf das Anfangskapital als auch auf die bisher angesammelten Zinsen berechnet wird. Im Gegensatz zum einfachen Zins — der nur auf Ihre ursprüngliche Einlage berechnet wird — lässt Zinseszins Ihr Geld Zinsen auf seine eigenen Zinsen verdienen.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/de/guides/compound-interest-explained/", "locale": "de", "route": "/guides/compound-interest-explained/", "title": "Was Ist Zinseszins?", "description": "Das nachrechenbare Beispiel verwendet 10.000 USD, konstant 7% nominalen Jahreszins, 20 Jahre und keine Einzahlungen. Täglich bedeutet 365 Perioden pro Jahr. Gebühren, Steuern, Inflation und Auszahlungen fehlen; die Beträge sind Szenarien, keine Renditeversprechen.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/de/guides/how-to-use-compound-interest-calculator/", "locale": "de", "route": "/guides/how-to-use-compound-interest-calculator/", "title": "So verwendest du CalcMyCompound", "description": "Zinseszins mit monatlichen Einzahlungen berechnen, jährliches Wachstum vergleichen und Zinsbasis, Frequenz sowie Zahlungszeitpunkt prüfen. Szenarien, keine garantierten Renditen.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/de/how-it-works/", "locale": "de", "route": "/how-it-works/", "title": "Was Ist Zinseszins?", "description": "Zinseszins ist Zins, der sowohl auf das Anfangskapital als auch auf die bisher angesammelten Zinsen berechnet wird. Im Gegensatz zum einfachen Zins — der nur auf Ihre ursprüngliche Einlage berechnet wird — lässt Zinseszins Ihr Geld Zinsen auf seine eigenen Zinsen verdienen. Beispielannahmen. Konstante Zinssätze; die Ergebnisse sind keine Prognose.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/de/", "locale": "de", "route": "/", "title": "Kostenloser Zinseszinsrechner | CalcMyCompound", "description": "Zinseszins mit monatlichen Einzahlungen berechnen, jährliches Wachstum vergleichen und Zinsbasis, Frequenz sowie Zahlungszeitpunkt prüfen. Szenarien, keine garantierten Renditen.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/de/privacy/", "locale": "de", "route": "/privacy/", "title": "Datenschutzrichtlinie", "description": "Datenschutzrichtlinie", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/de/terms/", "locale": "de", "route": "/terms/", "title": "Nutzungsbedingungen", "description": "Nutzungsbedingungen", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/de/tools/", "locale": "de", "route": "/tools/", "title": "Kostenlose Online-Rechner & Tools", "description": "Kostenlose Online-Rechner & Tools. Alle Tools sind Eigentum von Kymata Labs LLC.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/de/tools/simple-interest/", "locale": "de", "route": "/tools/simple-interest/", "title": "Einfacher Zinsrechner", "description": "Berechne Zinsen auf das ursprüngliche Kapital mit einer jährlichen Übersicht.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/de/blog/the-power-of-compound-interest/", "locale": "de", "route": "/blog/the-power-of-compound-interest/", "title": "Zinseszins: ein durchgerechnetes Beispiel", "description": "Wie Anfangskapital, Einzahlungszeitpunkt und Verzinsungshäufigkeit ein hypothetisches Sparguthaben verändern.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-03-19T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/de/blog/compound-vs-simple-interest/", "locale": "de", "route": "/blog/compound-vs-simple-interest/", "title": "Zinseszins und einfache Verzinsung: der Unterschied", "description": "Vergleichen Sie beide Methoden mit ausdrücklichen Zins-, Zeit- und überprüften Betragsannahmen.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-03-19T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/de/blog/compound-interest-financial-goals/", "locale": "de", "route": "/blog/compound-interest-financial-goals/", "title": "Ein Sparziel mit Zinseszins modellieren", "description": "Berechnen Sie Einzahlungen für ein datiertes Ziel mit klaren Zins-, Zahlungs- und Nominalwertannahmen.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-03-19T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/de/blog/compounding-frequency-explained/", "locale": "de", "route": "/blog/compounding-frequency-explained/", "title": "Zinsfrequenzen beim gleichen Nominalzins vergleichen", "description": "Das nachrechenbare Beispiel verwendet 10.000 USD, konstant 7% nominalen Jahreszins, 20 Jahre und keine Einzahlungen. Täglich bedeutet 365 Perioden pro Jahr. Gebühren, Steuern, Inflation und Auszahlungen fehlen; die Beträge sind Szenarien, keine Renditeversprechen.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/de/blog/rule-of-72-explained/", "locale": "de", "route": "/blog/rule-of-72-explained/", "title": "72er-Regel: Verdopplungszeit und regelmäßige Einzahlungen", "description": "Die 72er-Regel schätzt die Verdopplungszeit in Jahren: 72 wird durch einen positiven Jahreszinssatz in Prozent geteilt. Sie setzt konstantes Zinseszinswachstum ohne Ein- oder Auszahlungen voraus und ist keine Anlageprognose.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/de/blog/save-one-million-compound-interest/", "locale": "de", "route": "/blog/save-one-million-compound-interest/", "title": "Ein Sparziel von einer Million Dollar modellieren", "description": "Ein nominales Ziel von 1.000.000 USD ist nicht heutige Kaufkraft. Das Beispiel beginnt bei 0 und verwendet feste 7% Nominalzins jährlich, monatliche Verzinsung und Einzahlungen am Monatsende, ohne Kosten, Steuern oder Inflation. Die erforderliche Rate wird auf den nächsten Cent aufgerundet. Prüfe Tragbarkeit und niedrigere Zinsen; ein Endvermögen garantiert keine dauerhafte Altersrente.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/de/blog/compound-interest-retirement-planning/", "locale": "de", "route": "/blog/compound-interest-retirement-planning/", "title": "Altersvorsorge: Vermögensaufbau und Modellgrenzen", "description": "Vergleiche Sparraten und Laufzeiten mit ausdrücklichen Zins- und Zahlungsannahmen. Die Beispiele beginnen bei 0, mit festen 7% Nominalzins, monatlicher Verzinsung und Monatsendeinzahlungen, ohne Entnahmen, Kosten, Steuern oder Inflation. Unterschiedliche Beträge und Laufzeiten isolieren nicht allein das Alter. Verluste und spätere Entnahmen brauchen eine eigene Analyse;4% einer Million sind rechnerisch 40.000, keine garantierte Dauerentnahme.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/de/blog/credit-card-compound-interest/", "locale": "de", "route": "/blog/credit-card-compound-interest/", "title": "Kreditkartenzinsen: Tagessaldo und Vertragsbedingungen", "description": "Die US-CFPB beschreibt Tagessaldomethoden; tägliche Berechnung beweist keine tägliche Kapitalisierung. Prüfe den konkreten APR, die zinsfreie Frist und Zahlungsregeln. Ein unveränderter Saldo von 5.000 USD bei hypothetisch 24% APR/365 über 30 Tage ergibt ohne Buchungen, Kosten oder Kapitalisierung 98,63 USD Zinsen. Das ist keine Tilgungsprognose. CalcMyCompound modelliert Sparwachstum, keine Kreditkartenrückzahlung; Mindestzahlungsmodelle benötigen den Vertrag.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/de/blog/dollar-cost-averaging-compound-interest/", "locale": "de", "route": "/blog/dollar-cost-averaging-compound-interest/", "title": "Regelmäßiges Investieren, Durchschnittskosten und Verluste", "description": "Gleiche regelmäßige Käufe erwerben bei niedrigen Preisen mehr Anteile, verhindern aber keine Verluste. Dreimal 100 USD bei Preisen 10 / 5 / 20 ergibt 35 Anteile für 300 USD: durchschnittlich etwa 8,57. Bei einem Endpreis von 5 sind sie vor Kosten 175 wert. Eine Sparprojektion mit festem Zins simuliert keine Kurse und beweist keinen Strategievorteil.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/de/blog/inflation-vs-compound-interest/", "locale": "de", "route": "/blog/inflation-vs-compound-interest/", "title": "Zinseszins und reale Kaufkraft", "description": "Bei vergleichbaren effektiven Jahresraten gilt reale Rendite=(1+Rendite)/(1+Inflation)−1.7% und 3% ergeben etwa 3,88%, nicht 4%.10.000 USD mit jährlichen 7% über 30 Jahre ohne Zahlungsflüsse oder Kosten werden nominal 76.122,55 USD; einmaliges Teilen durch 1,03^30 ergibt 31.361,48 USD anfängliche Kaufkraft. Inflation nicht doppelt berücksichtigen.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/de/blog/apy-vs-interest-rate-calculator/", "locale": "de", "route": "/blog/apy-vs-interest-rate-calculator/", "title": "APY und Nominalzins: die Zinsbasis umrechnen", "description": "APY enthält bereits die jährliche Verzinsung.10.000 USD mit 5% APY werden ohne Zahlungsflüsse oder Kosten nach einem Jahr 10.500;5% Nominalzins mit monatlicher Verzinsung ergibt 10.511,62. Für gleiche 5% APY gilt Monatszins(1,05)^(1/12)−1 und ein äquivalenter nominaler Jahreszins von etwa 4,888949%. Präzision erhalten, Vertragsbedingungen prüfen; ein mehrjährig fester Zins ist nur eine Annahme.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/de/blog/monthly-deposits-beginning-vs-end/", "locale": "de", "route": "/blog/monthly-deposits-beginning-vs-end/", "title": "Monatliche Einzahlungen: Monatsanfang oder Monatsende", "description": "Bei Startkapital 0, monatlich 100 über 12 Monate,6% Nominalzins und monatlicher Verzinsung ohne Kosten ergibt Monatsende 1.233,56 und Monatsanfang 1.239,72. Beide zahlen 1.200 ein. Nur der Einzahlungsteil erhält einen zusätzlichen Monat, nicht das Anfangskapital. Bei Nullzins sind beide gleich; negative Zinsen kehren den üblichen Vorteil um. Erst für die Anzeige runden; tatsächliche Banktage können abweichen.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/en/about/", "locale": "en", "route": "/about/", "title": "About CalcMyCompound", "description": "See how compound interest can turn today’s savings into tomorrow’s opportunities.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/en/ai/", "locale": "en", "route": "/ai/", "title": "AI & Developer Access | CalcMyCompound", "description": "This page provides a structured summary of CalcMyCompound for AI systems, LLMs, and developers.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/en/blog/", "locale": "en", "route": "/blog/", "title": "Blog — CalcMyCompound", "description": "Articles about compound interest, investing, and financial growth.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/en/contact/", "locale": "en", "route": "/contact/", "title": "Contact — CalcMyCompound", "description": "Have a question, feedback, or partnership inquiry?", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/en/faq/", "locale": "en", "route": "/faq/", "title": "Frequently Asked Questions | CalcMyCompound", "description": "Compound interest is interest calculated on both the initial principal and the accumulated interest from previous periods. Unlike simple interest — which is calculated only on your original deposit — compound interest lets your money earn interest on its interest, creating an exponential growth curve over time.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/en/guides/compound-interest-explained/", "locale": "en", "route": "/guides/compound-interest-explained/", "title": "What Is Compound Interest?", "description": "This reproducible example uses 10,000 USD, a constant 7% nominal annual rate, 20 years and no contributions. Daily means 365 periods per year. Fees, taxes, inflation and withdrawals are excluded; these amounts are scenarios, not promised returns.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/en/guides/how-to-use-compound-interest-calculator/", "locale": "en", "route": "/guides/how-to-use-compound-interest-calculator/", "title": "How to use CalcMyCompound", "description": "Calculate compound interest with monthly contributions, compare yearly growth and review rate, compounding and deposit-timing assumptions. Results are scenarios, not guaranteed returns.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/en/how-it-works/", "locale": "en", "route": "/how-it-works/", "title": "What Is Compound Interest?", "description": "Compound interest is interest calculated on both the initial principal and the accumulated interest from previous periods. Unlike simple interest — which is calculated only on your original deposit — compound interest lets your money earn interest on its interest, creating an exponential growth curve over time. Illustrative assumptions. Rates are constant; results are not a forecast.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/en/", "locale": "en", "route": "/", "title": "Compound Interest Calculator | CalcMyCompound", "description": "Calculate compound interest with monthly contributions. Compare compounding rates, view yearly growth and export your scenario. Estimates, not guaranteed returns.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/en/privacy/", "locale": "en", "route": "/privacy/", "title": "Privacy Policy", "description": "Privacy Policy", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/en/terms/", "locale": "en", "route": "/terms/", "title": "Terms of Service", "description": "Terms of Service", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/en/tools/", "locale": "en", "route": "/tools/", "title": "Free Online Calculators & Tools", "description": "Free Online Calculators & Tools. All tools are properties of Kymata Labs LLC.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/en/tools/simple-interest/", "locale": "en", "route": "/tools/simple-interest/", "title": "Simple Interest Calculator", "description": "Calculate interest on the original principal, with a yearly breakdown.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/en/blog/the-power-of-compound-interest/", "locale": "en", "route": "/blog/the-power-of-compound-interest/", "title": "The Power of Compound Interest: A Worked Example", "description": "See how principal, contribution timing and a stated compounding frequency change a hypothetical savings balance.", "type": "Article", "modified": "2026-10-29T00:00:00.000Z", "published": "2026-03-19T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/en/blog/compound-vs-simple-interest/", "locale": "en", "route": "/blog/compound-vs-simple-interest/", "title": "Compound Interest vs Simple Interest: What's the Difference?", "description": "Compare simple and compound interest using explicit timing, rates and independently checked amounts.", "type": "Article", "modified": "2026-10-29T00:00:00.000Z", "published": "2026-03-19T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/en/blog/compound-interest-financial-goals/", "locale": "en", "route": "/blog/compound-interest-financial-goals/", "title": "How to Model a Savings Goal with Compound Interest", "description": "Work backward from a dated savings target using clear rates, payment timing and nominal-dollar assumptions.", "type": "Article", "modified": "2026-10-29T00:00:00.000Z", "published": "2026-03-19T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/en/blog/compounding-frequency-explained/", "locale": "en", "route": "/blog/compounding-frequency-explained/", "title": "How Does Compounding Frequency Affect Your Returns?", "description": "Compare daily, monthly, quarterly and annual compounding using one stated nominal rate, verified examples, and a clear distinction between interest rate and APY.", "type": "Article", "modified": "2026-10-29T00:00:00.000Z", "published": "2026-03-21T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/en/blog/rule-of-72-explained/", "locale": "en", "route": "/blog/rule-of-72-explained/", "title": "The Rule of 72: An Approximation, with Exact Comparisons", "description": "Compare the Rule of 72 with logarithmic doubling times and see where rates, cash flows and compounding change the answer.", "type": "Article", "modified": "2026-10-29T00:00:00.000Z", "published": "2026-03-21T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/en/blog/save-one-million-compound-interest/", "locale": "en", "route": "/blog/save-one-million-compound-interest/", "title": "How to Model a $1 Million Savings Target", "description": "Calculate hypothetical monthly contributions for a nominal million-dollar target without treating returns as forecasts.", "type": "Article", "modified": "2026-10-29T00:00:00.000Z", "published": "2026-03-21T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/en/blog/compound-interest-retirement-planning/", "locale": "en", "route": "/blog/compound-interest-retirement-planning/", "title": "Compound Interest for Retirement: Model Accumulation and Its Limits", "description": "Build transparent retirement-saving scenarios and distinguish them from withdrawal, Social Security and tax planning.", "type": "Article", "modified": "2026-10-29T00:00:00.000Z", "published": "2026-03-21T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/en/blog/credit-card-compound-interest/", "locale": "en", "route": "/blog/credit-card-compound-interest/", "title": "How Credit Card Interest Is Calculated: Read the Actual Terms", "description": "Understand daily balances, grace periods and payment assumptions without a universal payoff or rate claim.", "type": "Article", "modified": "2026-10-29T00:00:00.000Z", "published": "2026-03-21T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/en/blog/dollar-cost-averaging-compound-interest/", "locale": "en", "route": "/blog/dollar-cost-averaging-compound-interest/", "title": "Dollar-Cost Averaging and Compound Growth: Assumptions and Risks", "description": "Separate regular investing from fixed-rate growth projections, and understand what dollar-cost averaging cannot guarantee.", "type": "Article", "modified": "2026-10-29T00:00:00.000Z", "published": "2026-03-21T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/en/blog/inflation-vs-compound-interest/", "locale": "en", "route": "/blog/inflation-vs-compound-interest/", "title": "Inflation and Compound Interest: Calculate Purchasing Power Without Double Counting", "description": "Separate nominal balances from real purchasing power, use the exact annual-rate relationship, and apply inflation once with clearly stated assumptions.", "type": "Article", "modified": "2026-10-29T00:00:00.000Z", "published": "2026-03-21T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/en/blog/apy-vs-interest-rate-calculator/", "locale": "en", "route": "/blog/apy-vs-interest-rate-calculator/", "title": "APY vs interest rate: which number goes into a compound calculator?", "description": "A worked conversion that prevents counting compounding twice when you model a savings account.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/en/blog/monthly-deposits-beginning-vs-end/", "locale": "en", "route": "/blog/monthly-deposits-beginning-vs-end/", "title": "Monthly deposits: beginning or end of month?", "description": "Keep the same deposits and rate, change only the timing, and see why two compound-interest calculators disagree.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/es/about/", "locale": "es", "route": "/about/", "title": "Acerca de CalcMyCompound", "description": "Explora cómo podrían crecer tus ahorros. Define tus supuestos y observa el resultado año a año.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/es/ai/", "locale": "es", "route": "/ai/", "title": "Acceso para IA y Lectura por Máquina | CalcMyCompound", "description": "Esta página proporciona un resumen estructurado de CalcMyCompound para sistemas de IA, LLMs y desarrolladores.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/es/blog/", "locale": "es", "route": "/blog/", "title": "Blog — CalcMyCompound", "description": "Artículos sobre interés compuesto e inversión.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/es/contact/", "locale": "es", "route": "/contact/", "title": "Contacto — CalcMyCompound", "description": "¿Tienes alguna pregunta, comentario o consulta de asociación?", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/es/faq/", "locale": "es", "route": "/faq/", "title": "Preguntas Frecuentes | CalcMyCompound", "description": "El interés compuesto es el interés que se calcula tanto sobre el capital inicial como sobre los intereses acumulados de períodos anteriores. A diferencia del interés simple — que se calcula solo sobre tu depósito original — el interés compuesto permite que tu dinero genere intereses sobre sus propios intereses, creando una curva de crecimiento exponencial con el tiempo.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/es/guides/compound-interest-explained/", "locale": "es", "route": "/guides/compound-interest-explained/", "title": "¿Qué Es el Interés Compuesto?", "description": "Este ejemplo reproducible usa 10.000 USD, un tipo nominal anual constante del 7%, 20 años y ninguna aportación. La capitalización diaria significa 365 periodos al año. No incluye comisiones, impuestos, inflación ni retiradas; son escenarios, no rentabilidades prometidas.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/es/guides/how-to-use-compound-interest-calculator/", "locale": "es", "route": "/guides/how-to-use-compound-interest-calculator/", "title": "Cómo usar CalcMyCompound", "description": "Calcula interés compuesto con aportaciones mensuales, compara el crecimiento anual y revisa tipos, frecuencia y momento de aportación. Son escenarios, no rentabilidades garantizadas.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/es/how-it-works/", "locale": "es", "route": "/how-it-works/", "title": "¿Qué Es el Interés Compuesto?", "description": "El interés compuesto es el interés que se calcula tanto sobre el capital inicial como sobre los intereses acumulados de períodos anteriores. A diferencia del interés simple — que se calcula solo sobre tu depósito original — el interés compuesto permite que tu dinero genere intereses sobre sus propios intereses, creando una curva de crecimiento exponencial con el tiempo. Supuestos ilustrativos. Los tipos son constantes; los resultados no son una predicción.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/es/", "locale": "es", "route": "/", "title": "Calculadora de interés compuesto y ahorro | CalcMyCompound", "description": "Calcula el interés compuesto con aportaciones mensuales. Compara capitalización diaria y mensual, tasas nominales y APY. Consulta el desglose y guarda tu PDF.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/es/privacy/", "locale": "es", "route": "/privacy/", "title": "Política de Privacidad", "description": "Política de Privacidad", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/es/terms/", "locale": "es", "route": "/terms/", "title": "Términos de Servicio", "description": "Términos de Servicio", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/es/tools/", "locale": "es", "route": "/tools/", "title": "Calculadoras y Herramientas en Línea Gratuitas", "description": "Calculadoras y Herramientas en Línea Gratuitas. Todas las herramientas son propiedad de Kymata Labs LLC.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/es/tools/simple-interest/", "locale": "es", "route": "/tools/simple-interest/", "title": "Calculadora de interés simple", "description": "Calcula los intereses sobre el capital inicial, con un desglose anual.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/es/blog/the-power-of-compound-interest/", "locale": "es", "route": "/blog/the-power-of-compound-interest/", "title": "El interés compuesto: un ejemplo paso a paso", "description": "Observa cómo el capital inicial, el momento de las aportaciones y la frecuencia de capitalización cambian un saldo de ahorro hipotético.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-03-19T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/es/blog/compound-vs-simple-interest/", "locale": "es", "route": "/blog/compound-vs-simple-interest/", "title": "Interés compuesto e interés simple: ¿cuál es la diferencia?", "description": "Compara ambos tipos de interés con plazos y tasas explícitos e importes comprobados de forma independiente.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-03-19T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/es/blog/compound-interest-financial-goals/", "locale": "es", "route": "/blog/compound-interest-financial-goals/", "title": "Cómo modelar una meta de ahorro con interés compuesto", "description": "Calcula la aportación necesaria para una meta con fecha, indicando tipos, momento de pago y supuestos en dólares nominales.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-03-19T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/es/blog/compounding-frequency-explained/", "locale": "es", "route": "/blog/compounding-frequency-explained/", "title": "Comparar frecuencias con el mismo tipo nominal", "description": "Este ejemplo reproducible usa 10.000 USD, un tipo nominal anual constante del 7%, 20 años y ninguna aportación. La capitalización diaria significa 365 periodos al año. No incluye comisiones, impuestos, inflación ni retiradas; son escenarios, no rentabilidades prometidas.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/es/blog/rule-of-72-explained/", "locale": "es", "route": "/blog/rule-of-72-explained/", "title": "Regla del 72: plazo de duplicación y aportaciones periódicas", "description": "La regla del 72 estima los años para duplicar un capital dividiendo 72 entre un tipo anual positivo expresado en porcentaje. Supone crecimiento compuesto constante sin aportaciones ni retiradas; no es una previsión de inversión.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/es/blog/save-one-million-compound-interest/", "locale": "es", "route": "/blog/save-one-million-compound-interest/", "title": "Cómo modelar una meta de un millón de dólares", "description": "Una meta nominal de 1.000.000 USD no equivale al poder adquisitivo actual. El ejemplo parte de 0, usa 7% nominal anual fijo, capitalización mensual y aportaciones al final del mes, sin comisiones, impuestos ni inflación. La aportación necesaria se redondea hacia arriba al siguiente centavo. Comprueba la capacidad de ahorro y tipos menores; acumular una cifra no garantiza ingresos sostenibles en la jubilación.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/es/blog/compound-interest-retirement-planning/", "locale": "es", "route": "/blog/compound-interest-retirement-planning/", "title": "Acumulación para la jubilación y límites del modelo", "description": "Compara aportaciones y plazos indicando tasa y fechas. Los ejemplos parten de 0, con 7% nominal anual fijo, capitalización mensual y aportaciones al final del mes, sin retiradas, costes, impuestos ni inflación. Cambiar importe y plazo no aísla el efecto de la edad. Las pérdidas y retiradas requieren otro análisis; el 4% de un millón son 40.000 matemáticamente, no una renta garantizada.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/es/blog/credit-card-compound-interest/", "locale": "es", "route": "/blog/credit-card-compound-interest/", "title": "Intereses de tarjetas: saldos diarios y contrato", "description": "La CFPB estadounidense describe métodos de saldo diario; calcular cada día no demuestra capitalización diaria. Revisa TAE/APR aplicable, carencia y pagos según el contrato. Un saldo constante de 5.000 USD con APR hipotético del 24%/365 durante 30 días, sin movimientos, costes ni capitalización, devenga 98,63 USD. No es una previsión de amortización. CalcMyCompound modela ahorro, no pagos de tarjetas ni mínimos contractuales.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/es/blog/dollar-cost-averaging-compound-interest/", "locale": "es", "route": "/blog/dollar-cost-averaging-compound-interest/", "title": "Inversión periódica, coste medio y riesgo de pérdida", "description": "Compras iguales y periódicas adquieren más unidades a precios bajos, pero no evitan pérdidas. Tres compras de 100 USD a precios 10 / 5 / 20 adquieren 35 unidades por 300 USD: coste medio aproximado 8,57. Si el precio final es 5, valen 175 antes de costes. Una proyección de ahorro a tasa fija no simula cotizaciones ni demuestra que una estrategia supere a otra.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/es/blog/inflation-vs-compound-interest/", "locale": "es", "route": "/blog/inflation-vs-compound-interest/", "title": "Interés compuesto y poder adquisitivo real", "description": "Con tasas anuales efectivas comparables, rendimiento real=(1+rendimiento)/(1+inflación)−1. Al 7% y 3% resulta aproximadamente 3,88%, no 4%. Con 10.000 USD al 7% anual durante 30 años, sin flujos ni costes, el saldo nominal es 76.122,55 USD; dividirlo una vez por 1,03^30 da 31.361,48 USD en poder adquisitivo inicial. No ajustes la inflación dos veces.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/es/blog/apy-vs-interest-rate-calculator/", "locale": "es", "route": "/blog/apy-vs-interest-rate-calculator/", "title": "APY y tasa de interés: ¿qué cifra se introduce en la calculadora?", "description": "Una conversión comprobable para evitar contar dos veces la capitalización al modelar una cuenta de ahorro.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/es/blog/monthly-deposits-beginning-vs-end/", "locale": "es", "route": "/blog/monthly-deposits-beginning-vs-end/", "title": "Aportaciones mensuales: ¿al principio o al final del mes?", "description": "Conserva las aportaciones y la tasa, cambia solo el momento y entiende por qué difieren dos calculadoras de interés compuesto.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/fr/about/", "locale": "fr", "route": "/about/", "title": "À propos de CalcMyCompound", "description": "Explorez comment votre épargne pourrait évoluer. Définissez vos hypothèses et consultez les résultats année par année.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/fr/ai/", "locale": "fr", "route": "/ai/", "title": "Accès IA et lisibilité machine | CalcMyCompound", "description": "Cette page fournit un résumé structuré de CalcMyCompound pour les systèmes d'IA, les LLMs et les développeurs.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/fr/blog/", "locale": "fr", "route": "/blog/", "title": "Blog — CalcMyCompound", "description": "Articles sur les intérêts composés, l'investissement et la croissance financière.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/fr/contact/", "locale": "fr", "route": "/contact/", "title": "Contact — CalcMyCompound", "description": "Vous avez une question, un commentaire ou une demande de partenariat ?", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/fr/faq/", "locale": "fr", "route": "/faq/", "title": "Questions fréquemment posées | CalcMyCompound", "description": "Les intérêts composés sont calculés sur le capital initial et les intérêts accumulés. À chaque période, les intérêts sont ajoutés au solde utilisé pour le calcul suivant.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/fr/guides/compound-interest-explained/", "locale": "fr", "route": "/guides/compound-interest-explained/", "title": "Que sont les intérêts composés ?", "description": "Cet exemple reproductible utilise 10 000 USD, un taux nominal annuel constant de 7%, 20 ans et aucun versement. Quotidien signifie 365 périodes par an. Frais, impôts, inflation et retraits sont exclus ; ce sont des scénarios, pas des rendements promis.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/fr/guides/how-to-use-compound-interest-calculator/", "locale": "fr", "route": "/guides/how-to-use-compound-interest-calculator/", "title": "Comment utiliser CalcMyCompound", "description": "Calculez les intérêts composés avec des versements mensuels, comparez la croissance annuelle et vérifiez taux, fréquence et calendrier. Des scénarios, sans rendement garanti.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/fr/how-it-works/", "locale": "fr", "route": "/how-it-works/", "title": "Que sont les intérêts composés ?", "description": "Les intérêts composés sont calculés sur le capital initial et les intérêts accumulés. À chaque période, les intérêts sont ajoutés au solde utilisé pour le calcul suivant. Hypothèses illustratives. Les taux sont constants ; les résultats ne sont pas une prévision.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/fr/", "locale": "fr", "route": "/", "title": "Calculateur d'intérêts composés gratuit | CalcMyCompound", "description": "Calculez les intérêts composés avec des versements mensuels, comparez la croissance annuelle et vérifiez taux, fréquence et calendrier. Des scénarios, sans rendement garanti.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/fr/privacy/", "locale": "fr", "route": "/privacy/", "title": "Politique de Confidentialité", "description": "Politique de Confidentialité", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/fr/terms/", "locale": "fr", "route": "/terms/", "title": "Conditions d'Utilisation", "description": "Conditions d'Utilisation", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/fr/tools/", "locale": "fr", "route": "/tools/", "title": "Calculatrices et Outils en Ligne Gratuits", "description": "Calculatrices et Outils en Ligne Gratuits. Tous les outils sont la propriété de Kymata Labs LLC.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/fr/tools/simple-interest/", "locale": "fr", "route": "/tools/simple-interest/", "title": "Calculateur d’intérêts simples", "description": "Calculez les intérêts sur le capital initial, avec un détail annuel.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/fr/blog/the-power-of-compound-interest/", "locale": "fr", "route": "/blog/the-power-of-compound-interest/", "title": "Les intérêts composés : un exemple détaillé", "description": "Comparez l’effet du capital, du calendrier des versements et de la capitalisation sur une épargne hypothétique.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-03-19T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/fr/blog/compound-vs-simple-interest/", "locale": "fr", "route": "/blog/compound-vs-simple-interest/", "title": "Intérêts composés et intérêts simples : quelle différence ?", "description": "Comparez deux méthodes avec des taux, des échéances et des montants vérifiés explicitement.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-03-19T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/fr/blog/compound-interest-financial-goals/", "locale": "fr", "route": "/blog/compound-interest-financial-goals/", "title": "Modéliser un objectif d’épargne avec les intérêts composés", "description": "Calculez les versements nécessaires à un objectif daté avec des taux et des hypothèses nominales explicites.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-03-19T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/fr/blog/compounding-frequency-explained/", "locale": "fr", "route": "/blog/compounding-frequency-explained/", "title": "Comparer les fréquences au même taux nominal", "description": "Cet exemple reproductible utilise 10 000 USD, un taux nominal annuel constant de 7%, 20 ans et aucun versement. Quotidien signifie 365 périodes par an. Frais, impôts, inflation et retraits sont exclus ; ce sont des scénarios, pas des rendements promis.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/fr/blog/rule-of-72-explained/", "locale": "fr", "route": "/blog/rule-of-72-explained/", "title": "Règle de 72 : durée de doublement et versements réguliers", "description": "La règle de 72 estime les années nécessaires au doublement en divisant 72 par un taux annuel positif exprimé en pourcentage. Elle suppose une croissance composée constante, sans versements ni retraits ; ce n'est pas une prévision d'investissement.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/fr/blog/save-one-million-compound-interest/", "locale": "fr", "route": "/blog/save-one-million-compound-interest/", "title": "Modéliser un objectif d’un million de dollars", "description": "Un objectif nominal de 1 000 000 USD ne représente pas le pouvoir d’achat actuel. Exemple: capital 0, taux nominal annuel fixe 7%, capitalisation mensuelle et versements en fin de mois, sans frais, impôts ni inflation. Le versement requis est arrondi au centime supérieur. Vérifiez votre capacité d’épargne et des taux plus faibles; atteindre un capital ne garantit pas une retraite durable.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/fr/blog/compound-interest-retirement-planning/", "locale": "fr", "route": "/blog/compound-interest-retirement-planning/", "title": "Épargne retraite: accumulation et limites", "description": "Comparez montants et durées en précisant taux et dates. Les exemples partent de 0, à 7% nominal annuel fixe, capitalisation mensuelle et versements en fin de mois, sans retraits, frais, impôts ni inflation. Des montants et durées différents n’isolent pas l’âge. Pertes et retraits exigent une analyse distincte;4% d’un million font 40 000, sans garantie de revenu durable.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/fr/blog/credit-card-compound-interest/", "locale": "fr", "route": "/blog/credit-card-compound-interest/", "title": "Intérêts de carte: soldes quotidiens et contrat", "description": "La CFPB américaine décrit des méthodes de solde quotidien; calcul quotidien ne signifie pas nécessairement capitalisation quotidienne. Consultez APR, délai de grâce et règles de paiement du contrat. Un solde constant de 5 000 USD à 24% APR/365 hypothétique sur 30 jours produit 98,63 USD sans opérations, frais ni capitalisation. Ce n’est pas une prévision de remboursement. CalcMyCompound modélise l’épargne, pas le remboursement d’une carte; les paiements minimaux nécessitent le contrat réel.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/fr/blog/dollar-cost-averaging-compound-interest/", "locale": "fr", "route": "/blog/dollar-cost-averaging-compound-interest/", "title": "Investissement régulier, coût moyen et risque de perte", "description": "Des achats réguliers égaux acquièrent davantage d’unités à bas prix sans empêcher les pertes. Trois achats de 100 USD aux prix 10 / 5 / 20 donnent 35 unités pour 300 USD, soit environ 8,57 chacune. Au prix final 5, elles valent 175 avant frais. Une projection à taux fixe ne simule pas les cours ni ne prouve la supériorité d’une stratégie.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/fr/blog/inflation-vs-compound-interest/", "locale": "fr", "route": "/blog/inflation-vs-compound-interest/", "title": "Intérêts composés et pouvoir d’achat réel", "description": "Avec des taux annuels effectifs comparables, rendement réel=(1+rendement)/(1+inflation)−1. À 7% et 3%, le résultat est environ 3,88%, pas 4%.10 000 USD à 7% annuel sur 30 ans, sans flux ni frais, donnent 76 122,55 USD nominaux; diviser une fois par 1,03^30 donne 31 361,48 USD de pouvoir d’achat initial. Ne comptez pas deux fois l’inflation.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/fr/blog/apy-vs-interest-rate-calculator/", "locale": "fr", "route": "/blog/apy-vs-interest-rate-calculator/", "title": "APY et taux nominal: convertir la base", "description": "L’APY intègre déjà la capitalisation annuelle.10 000 USD à 5% APY deviennent 10 500 en un an sans flux ni frais;5% nominal capitalisé mensuellement donne 10 511,62. Pour conserver 5% APY, utilisez le taux mensuel(1,05)^(1/12)−1 et le nominal annuel équivalent d’environ 4,888949%. Gardez la précision et vérifiez le contrat; un taux fixe pluriannuel est une hypothèse.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/fr/blog/monthly-deposits-beginning-vs-end/", "locale": "fr", "route": "/blog/monthly-deposits-beginning-vs-end/", "title": "Versements mensuels en début ou fin de mois", "description": "Avec capital 0,100 par mois pendant 12 mois,6% nominal capitalisé mensuellement et sans frais, les versements en fin de mois donnent 1 233,56 contre 1 239,72 au début. Total versé:1 200 dans les deux cas. Seuls les versements gagnent un mois supplémentaire, pas le capital initial. À taux nul les résultats coïncident; un taux négatif inverse l’avantage habituel. Arrondissez seulement l’affichage; les dates bancaires réelles peuvent différer.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/hi/about/", "locale": "hi", "route": "/about/", "title": "हमारे बारे में CalcMyCompound", "description": "चक्रवृद्धि ब्याज की शक्ति से अपने पैसे की वृद्धि देखें।", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/hi/ai/", "locale": "hi", "route": "/ai/", "title": "AI पहुंच | CalcMyCompound", "description": "यह पृष्ठ AI सिस्टम, LLM और डेवलपर्स के लिए CalcMyCompound का संरचित सारांश प्रदान करता है।", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/hi/blog/", "locale": "hi", "route": "/blog/", "title": "ब्लॉग — CalcMyCompound", "description": "चक्रवृद्धि ब्याज, निवेश और वित्तीय वृद्धि पर लेख।", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/hi/contact/", "locale": "hi", "route": "/contact/", "title": "संपर्क — CalcMyCompound", "description": "कोई प्रश्न, प्रतिक्रिया या साझेदारी पूछताछ?", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/hi/faq/", "locale": "hi", "route": "/faq/", "title": "अक्सर पूछे जाने वाले प्रश्न | CalcMyCompound", "description": "चक्रवृद्धि ब्याज की गणना शुरुआती मूलधन और जमा हुए ब्याज पर की जाती है। हर अवधि में ब्याज शेष राशि में जुड़ जाता है और अगली गणना उसी राशि पर होती है।", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/hi/guides/compound-interest-explained/", "locale": "hi", "route": "/guides/compound-interest-explained/", "title": "चक्रवृद्धि ब्याज क्या है?", "description": "दोहराए जा सकने वाले उदाहरण में 10,000 USD, स्थिर 7% नाममात्र वार्षिक दर, 20 वर्ष और कोई जमा नहीं है। दैनिक का अर्थ वर्ष में 365 अवधियाँ है। शुल्क, कर, मुद्रास्फीति और निकासी बाहर हैं; ये परिदृश्य हैं, प्रतिफल के वादे नहीं।", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/hi/guides/how-to-use-compound-interest-calculator/", "locale": "hi", "route": "/guides/how-to-use-compound-interest-calculator/", "title": "CalcMyCompound का उपयोग कैसे करें", "description": "मासिक जमा सहित चक्रवृद्धि की गणना करें, वार्षिक वृद्धि की तुलना करें और दर, आवृत्ति व जमा समय जाँचें। परिणाम परिदृश्य हैं, गारंटीकृत प्रतिफल नहीं।", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/hi/how-it-works/", "locale": "hi", "route": "/how-it-works/", "title": "चक्रवृद्धि ब्याज क्या है?", "description": "चक्रवृद्धि ब्याज की गणना शुरुआती मूलधन और जमा हुए ब्याज पर की जाती है। हर अवधि में ब्याज शेष राशि में जुड़ जाता है और अगली गणना उसी राशि पर होती है। उदाहरण के लिए मान्यताएँ। दरें स्थिर हैं; परिणाम पूर्वानुमान नहीं हैं।", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/hi/", "locale": "hi", "route": "/", "title": "मुफ़्त चक्रवृद्धि ब्याज कैलकुलेटर | CalcMyCompound", "description": "मासिक जमा सहित चक्रवृद्धि की गणना करें, वार्षिक वृद्धि की तुलना करें और दर, आवृत्ति व जमा समय जाँचें। परिणाम परिदृश्य हैं, गारंटीकृत प्रतिफल नहीं।", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/hi/privacy/", "locale": "hi", "route": "/privacy/", "title": "गोपनीयता नीति", "description": "गोपनीयता नीति", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/hi/terms/", "locale": "hi", "route": "/terms/", "title": "सेवा की शर्तें", "description": "सेवा की शर्तें", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/hi/tools/", "locale": "hi", "route": "/tools/", "title": "मुफ़्त ऑनलаइन कैलकुलेटर और उपकरण", "description": "मुफ़्त ऑनलаइन कैलकुलेटर और उपकरण. सभी उपकरण Kymata Labs LLC की संपत्ति हैं।", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/hi/tools/simple-interest/", "locale": "hi", "route": "/tools/simple-interest/", "title": "साधारण ब्याज कैलकुलेटर", "description": "मूलधन पर ब्याज और वर्षवार विवरण की गणना करें।", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/hi/blog/the-power-of-compound-interest/", "locale": "hi", "route": "/blog/the-power-of-compound-interest/", "title": "चक्रवृद्धि ब्याज: शेष राशि बढ़ने का उदाहरण", "description": "चक्रवृद्धि ब्याज मूलधन और पहले अर्जित ब्याज, दोनों पर लगता है। कोई जमा या निकासी न हो तो A = P × (1 + r/n)^(n×t)। यहाँ r दशमलव में नाममात्र वार्षिक दर, n साल में चक्रवृद्धि अवधियों की संख्या और t वर्षों में समय है। तालिका में 10,000 अमेरिकी डॉलर, स्थिर 7% नाममात्र वार्षिक दर और मासिक चक्रवृद्धि का शैक्षिक उदाहरण है। शुल्क, कर और महँगाई शामिल नहीं हैं।", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/hi/blog/compound-vs-simple-interest/", "locale": "hi", "route": "/blog/compound-vs-simple-interest/", "title": "साधारण और चक्रवृद्धि ब्याज: समान मान्यताओं पर तुलना", "description": "साधारण ब्याज केवल मूलधन पर लगता है: A = P(1 + rt)। चक्रवृद्धि ब्याज पहले के ब्याज को भी जोड़ता है: A = P(1 + r/n)^(nt)। तुलना में मूलधन 10,000 अमेरिकी डॉलर और नाममात्र वार्षिक दर 7% है; कोई जमा या निकासी नहीं है। चक्रवृद्धि वाले मामले में ब्याज मासिक जुड़ता है। शुल्क, कर और महँगाई शामिल नहीं हैं। यह गणितीय तुलना है; वास्तविक खाते और ऋण की शर्तें अलग हो सकती हैं।", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/hi/blog/compound-interest-financial-goals/", "locale": "hi", "route": "/blog/compound-interest-financial-goals/", "title": "प्रतिफल का वादा किए बिना बचत लक्ष्य का मॉडल", "description": "प्रारंभिक मूलधन, मासिक जमा, नाममात्र दर, आवृत्ति, अवधि और जमा का समय दर्ज करें। कई दरों की तुलना करें। भविष्य का नाममात्र शेष आज की क्रय शक्ति नहीं है। मुद्रास्फीति एक बार लागू करें और कर संबंधी धारणाएँ जाँचें; वास्तविक शर्तें और शुल्क अलग हो सकते हैं।", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/hi/blog/compounding-frequency-explained/", "locale": "hi", "route": "/blog/compounding-frequency-explained/", "title": "एक ही नाममात्र दर पर चक्रवृद्धि आवृत्तियों की तुलना", "description": "दोहराए जा सकने वाले उदाहरण में 10,000 USD, स्थिर 7% नाममात्र वार्षिक दर, 20 वर्ष और कोई जमा नहीं है। दैनिक का अर्थ वर्ष में 365 अवधियाँ है। शुल्क, कर, मुद्रास्फीति और निकासी बाहर हैं; ये परिदृश्य हैं, प्रतिफल के वादे नहीं।", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/hi/blog/rule-of-72-explained/", "locale": "hi", "route": "/blog/rule-of-72-explained/", "title": "72 का नियम: दोगुना होने का समय और नियमित जमा", "description": "72 का नियम धन दोगुना होने के वर्षों का अनुमान लगाने के लिए 72 को धनात्मक वार्षिक ब्याज दर के प्रतिशत से भाग देता है। इसमें बिना जमा या निकासी के स्थिर चक्रवृद्धि वृद्धि मानी जाती है; यह निवेश का पूर्वानुमान नहीं है।", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/hi/blog/save-one-million-compound-interest/", "locale": "hi", "route": "/blog/save-one-million-compound-interest/", "title": "दस लाख डॉलर के लक्ष्य का मॉडल", "description": "10,00,000 USD का नाममात्र लक्ष्य आज की क्रय शक्ति नहीं है। उदाहरण में मूलधन 0, स्थिर 7% नाममात्र वार्षिक दर, मासिक चक्रवृद्धि और महीने के अंत में जमा हैं; शुल्क, कर और महँगाई नहीं। आवश्यक जमा अगले सेंट तक ऊपर गोल है। वहनीयता और कम दरें जाँचें; लक्ष्य राशि टिकाऊ सेवानिवृत्ति आय की गारंटी नहीं।", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/hi/blog/compound-interest-retirement-planning/", "locale": "hi", "route": "/blog/compound-interest-retirement-planning/", "title": "सेवानिवृत्ति संचय और मॉडल की सीमाएँ", "description": "जमा और अवधि की तुलना में दर व समय स्पष्ट रखें। उदाहरण मूलधन 0, स्थिर 7% नाममात्र वार्षिक दर, मासिक चक्रवृद्धि और महीने के अंत में जमा लेते हैं; निकासी, लागत, कर, महँगाई नहीं। राशि व अवधि दोनों बदलना सिर्फ उम्र का प्रभाव नहीं दिखाता। घाटे व निकासी का अलग विश्लेषण चाहिए; दस लाख का 4% गणिततः 40,000 है, आय की गारंटी नहीं।", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/hi/blog/credit-card-compound-interest/", "locale": "hi", "route": "/blog/credit-card-compound-interest/", "title": "कार्ड ब्याज: दैनिक शेष और वास्तविक अनुबंध", "description": "अमेरिकी CFPB दैनिक शेष की विधियाँ बताता है; दैनिक गणना से दैनिक पूँजीकरण सिद्ध नहीं होता। वास्तविक APR, ब्याज-मुक्त अवधि और भुगतान नियम पढ़ें। स्थिर 5,000 USD शेष पर काल्पनिक 24% APR/365 से 30 दिन, बिना लेनदेन, लागत या पूँजीकरण,98.63 USD ब्याज है। यह चुकौती पूर्वानुमान नहीं। CalcMyCompound बचत संचय मॉडल है; कार्ड के न्यूनतम भुगतान के लिए वास्तविक अनुबंध चाहिए।", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/hi/blog/dollar-cost-averaging-compound-interest/", "locale": "hi", "route": "/blog/dollar-cost-averaging-compound-interest/", "title": "नियमित निवेश, औसत खरीद लागत और घाटा", "description": "समान नियमित खरीद कम भाव पर अधिक इकाइयाँ लेती है, लेकिन घाटा नहीं रोकती। 10 / 5 / 20 के भाव पर 100 USD की तीन खरीद 300 USD में 35 इकाइयाँ देती हैं: औसत लगभग 8.57 । अंतिम भाव 5 हो तो लागत से पहले मूल्य 175 है। स्थिर-दर बचत मॉडल शेयर भाव या किसी रणनीति की श्रेष्ठता सिद्ध नहीं करता।", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/hi/blog/inflation-vs-compound-interest/", "locale": "hi", "route": "/blog/inflation-vs-compound-interest/", "title": "चक्रवृद्धि और वास्तविक क्रय शक्ति", "description": "तुलनीय प्रभावी वार्षिक दरों पर वास्तविक प्रतिफल=(1+प्रतिफल)/(1+महँगाई)−1 । 7% और 3% पर करीब 3.88%,4% नहीं। 10,000 USD पर वार्षिक 7%,30 वर्ष, बिना नकदी प्रवाह या लागत, नाममात्र 76,122.55 USD देता है; केवल एक बार 1.03^30 से भाग देने पर शुरुआती क्रय शक्ति 31,361.48 USD है। महँगाई दो बार न लगाएँ।", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/hi/blog/apy-vs-interest-rate-calculator/", "locale": "hi", "route": "/blog/apy-vs-interest-rate-calculator/", "title": "APY और नाममात्र दर: आधार बदलना", "description": "APY में साल का चक्रवृद्धि प्रभाव शामिल है। 10,000 USD पर 5% APY, बिना प्रवाह या लागत, एक वर्ष में 10,500 है;5% नाममात्र दर मासिक चक्रवृद्धि से 10,511.62 है। समान 5% APY के लिए मासिक दर(1.05)^(1/12)−1 और समतुल्य नाममात्र वार्षिक दर लगभग 4.888949% है। सटीकता रखें और अनुबंध पढ़ें; वर्षों तक स्थिर दर एक मान्यता है।", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/hi/blog/monthly-deposits-beginning-vs-end/", "locale": "hi", "route": "/blog/monthly-deposits-beginning-vs-end/", "title": "मासिक जमा: महीने की शुरुआत या अंत", "description": "मूलधन 0, हर महीने 100,12 महीने,6% नाममात्र मासिक चक्रवृद्धि और बिना लागत में अंत की जमा 1,233.56 और शुरुआत की 1,239.72 है। दोनों में 1,200 जमा हैं। एक अतिरिक्त महीने का लाभ केवल जमा हिस्से को मिलता है, शुरुआती मूलधन को नहीं। शून्य दर पर समान, ऋणात्मक पर सामान्य लाभ उलटता है। केवल प्रदर्शन गोल करें; असली बैंक तिथियाँ अलग हो सकती हैं।", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/id/about/", "locale": "id", "route": "/about/", "title": "Tentang CalcMyCompound", "description": "Lihat bagaimana uang Anda bertumbuh dengan kekuatan bunga majemuk.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/id/ai/", "locale": "id", "route": "/ai/", "title": "Akses AI | CalcMyCompound", "description": "Halaman ini menyediakan ringkasan terstruktur CalcMyCompound untuk sistem AI, LLM, dan pengembang.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/id/blog/", "locale": "id", "route": "/blog/", "title": "Blog — CalcMyCompound", "description": "Artikel tentang bunga majemuk, investasi, dan pertumbuhan keuangan.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/id/contact/", "locale": "id", "route": "/contact/", "title": "Kontak — CalcMyCompound", "description": "Punya pertanyaan, umpan balik, atau permintaan kemitraan?", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/id/faq/", "locale": "id", "route": "/faq/", "title": "FAQ | CalcMyCompound", "description": "Bunga majemuk dihitung atas modal awal dan bunga yang telah terkumpul. Setiap periode, bunga ditambahkan ke saldo yang digunakan untuk perhitungan berikutnya.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/id/guides/compound-interest-explained/", "locale": "id", "route": "/guides/compound-interest-explained/", "title": "Apa itu bunga majemuk?", "description": "Contoh yang dapat dihitung ulang: 10.000 USD, bunga nominal tahunan tetap 7%, 20 tahun dan tanpa setoran. Harian berarti 365 periode per tahun. Biaya, pajak, inflasi dan penarikan dikecualikan; ini skenario, bukan janji hasil.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/id/guides/how-to-use-compound-interest-calculator/", "locale": "id", "route": "/guides/how-to-use-compound-interest-calculator/", "title": "Cara menggunakan CalcMyCompound", "description": "Hitung bunga majemuk dengan setoran bulanan, bandingkan pertumbuhan tahunan, serta periksa bunga, frekuensi dan waktu setoran. Skenario tanpa jaminan hasil.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/id/how-it-works/", "locale": "id", "route": "/how-it-works/", "title": "Apa itu bunga majemuk?", "description": "Bunga majemuk dihitung atas modal awal dan bunga yang telah terkumpul. Setiap periode, bunga ditambahkan ke saldo yang digunakan untuk perhitungan berikutnya. Asumsi ilustratif. Suku bunga tetap; hasil bukan ramalan.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/id/", "locale": "id", "route": "/", "title": "Kalkulator bunga majemuk gratis | CalcMyCompound", "description": "Hitung bunga majemuk dengan setoran bulanan, bandingkan pertumbuhan tahunan, serta periksa bunga, frekuensi dan waktu setoran. Skenario tanpa jaminan hasil.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/id/privacy/", "locale": "id", "route": "/privacy/", "title": "Kebijakan Privasi", "description": "Kebijakan Privasi", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/id/terms/", "locale": "id", "route": "/terms/", "title": "Ketentuan Layanan", "description": "Ketentuan Layanan", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/id/tools/", "locale": "id", "route": "/tools/", "title": "Kalkulator & Alat Online Gratis", "description": "Kalkulator & Alat Online Gratis. Semua alat adalah milik Kymata Labs LLC.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/id/tools/simple-interest/", "locale": "id", "route": "/tools/simple-interest/", "title": "Kalkulator Bunga Sederhana", "description": "Hitung bunga atas modal awal dengan rincian tahunan.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/id/blog/the-power-of-compound-interest/", "locale": "id", "route": "/blog/the-power-of-compound-interest/", "title": "Bunga majemuk: contoh pertumbuhan saldo", "description": "Bunga majemuk dihitung atas pokok dan bunga yang telah diperoleh. Tanpa setoran atau penarikan, rumusnya A = P × (1 + r/n)^(n×t). r adalah suku bunga nominal tahunan dalam desimal, n jumlah periode pemajemukan per tahun, dan t waktu dalam tahun. Tabel memakai pokok 10.000 dolar AS, bunga nominal tahunan tetap 7%, dan pemajemukan bulanan. Contoh edukatif ini tidak memasukkan biaya, pajak, atau inflasi.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/id/blog/compound-vs-simple-interest/", "locale": "id", "route": "/blog/compound-vs-simple-interest/", "title": "Bunga sederhana dan majemuk dengan asumsi yang sama", "description": "Bunga sederhana hanya dihitung atas pokok: A = P(1 + rt). Bunga majemuk juga memasukkan bunga sebelumnya: A = P(1 + r/n)^(nt). Perbandingan ini memakai pokok tetap 10.000 dolar AS dan suku bunga nominal tahunan 7%, tanpa setoran atau penarikan. Kasus bunga majemuk memakai periode bulanan. Biaya, pajak, dan inflasi tidak dimasukkan. Ini perbandingan matematis; ketentuan rekening dan utang sebenarnya dapat berbeda.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/id/blog/compound-interest-financial-goals/", "locale": "id", "route": "/blog/compound-interest-financial-goals/", "title": "Modelkan target tabungan tanpa menjanjikan hasil", "description": "Catat modal awal, setoran bulanan, bunga nominal, frekuensi, jangka waktu dan waktu setoran. Bandingkan beberapa asumsi bunga. Saldo nominal masa depan bukan daya beli hari ini. Pakai kolom inflasi sekali dan periksa asumsi pajak; syarat serta biaya nyata dapat berbeda.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/id/blog/compounding-frequency-explained/", "locale": "id", "route": "/blog/compounding-frequency-explained/", "title": "Bandingkan frekuensi pada bunga nominal yang sama", "description": "Contoh yang dapat dihitung ulang: 10.000 USD, bunga nominal tahunan tetap 7%, 20 tahun dan tanpa setoran. Harian berarti 365 periode per tahun. Biaya, pajak, inflasi dan penarikan dikecualikan; ini skenario, bukan janji hasil.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/id/blog/rule-of-72-explained/", "locale": "id", "route": "/blog/rule-of-72-explained/", "title": "Aturan 72: waktu penggandaan dan setoran berkala", "description": "Aturan 72 memperkirakan tahun untuk menggandakan modal dengan membagi 72 oleh suku bunga tahunan positif dalam persen. Asumsinya pertumbuhan majemuk konstan tanpa setoran atau penarikan, bukan ramalan investasi.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/id/blog/save-one-million-compound-interest/", "locale": "id", "route": "/blog/save-one-million-compound-interest/", "title": "Memodelkan target satu juta dolar", "description": "Target nominal 1.000.000 USD bukan daya beli hari ini. Contoh mulai dari 0, bunga nominal tahunan tetap 7%, pemajemukan bulanan dan setoran akhir bulan, tanpa biaya, pajak atau inflasi. Setoran dibulatkan ke atas ke sen berikutnya. Periksa kemampuan dan bunga lebih rendah; saldo target tidak menjamin pendapatan pensiun berkelanjutan.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/id/blog/compound-interest-retirement-planning/", "locale": "id", "route": "/blog/compound-interest-retirement-planning/", "title": "Akumulasi pensiun dan batas model", "description": "Bandingkan setoran dan durasi dengan tingkat serta waktu yang jelas. Contoh mulai dari 0, nominal tahunan tetap 7%, pemajemukan bulanan dan setoran akhir bulan, tanpa penarikan, biaya, pajak atau inflasi. Jumlah dan durasi berbeda tidak mengisolasi usia saja. Kerugian dan penarikan perlu analisis terpisah;4% dari sejuta adalah 40.000 secara matematis, bukan jaminan pendapatan.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/id/blog/credit-card-compound-interest/", "locale": "id", "route": "/blog/credit-card-compound-interest/", "title": "Bunga kartu: saldo harian dan perjanjian nyata", "description": "CFPB AS menjelaskan metode saldo harian; perhitungan harian tidak membuktikan kapitalisasi harian. Baca APR, masa tenggang dan aturan pembayaran sebenarnya. Saldo tetap 5.000 USD pada asumsi 24% APR/365 selama 30 hari tanpa transaksi, biaya atau kapitalisasi menghasilkan 98,63 USD. Bukan prakiraan pelunasan. CalcMyCompound memodelkan tabungan, bukan pembayaran kartu; pembayaran minimum perlu kontrak nyata.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/id/blog/dollar-cost-averaging-compound-interest/", "locale": "id", "route": "/blog/dollar-cost-averaging-compound-interest/", "title": "Investasi berkala, biaya rata-rata dan kerugian", "description": "Pembelian tetap berkala membeli lebih banyak unit saat harga rendah, tetapi tidak mencegah kerugian. Tiga pembelian 100 USD pada harga 10 / 5 / 20 membeli 35 unit seharga 300 USD: rata-rata sekitar 8,57. Jika harga akhir 5, nilainya 175 sebelum biaya. Proyeksi tabungan berbunga tetap tidak menyimulasikan saham atau membuktikan keunggulan strategi.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/id/blog/inflation-vs-compound-interest/", "locale": "id", "route": "/blog/inflation-vs-compound-interest/", "title": "Pertumbuhan majemuk dan daya beli riil", "description": "Untuk tingkat efektif tahunan sebanding, hasil riil=(1+hasil)/(1+inflasi)−1.7% dan 3% menghasilkan sekitar 3,88%, bukan 4%.10.000 USD berbunga tahunan 7% selama 30 tahun tanpa arus kas atau biaya menjadi nominal 76.122,55 USD; dibagi sekali dengan 1,03^30 menjadi 31.361,48 USD daya beli awal. Jangan menyesuaikan inflasi dua kali.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/id/blog/apy-vs-interest-rate-calculator/", "locale": "id", "route": "/blog/apy-vs-interest-rate-calculator/", "title": "APY dan bunga nominal: mengonversi dasar", "description": "APY sudah mencakup pemajemukan setahun.10.000 USD pada 5% APY menjadi 10.500 setahun tanpa arus kas atau biaya;5% nominal majemuk bulanan memberi 10.511,62. Untuk menjaga 5% APY, gunakan hasil bulanan(1,05)^(1/12)−1 dan nominal tahunan setara sekitar 4,888949%. Pertahankan presisi dan periksa kontrak; bunga tetap bertahun-tahun hanyalah asumsi.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/id/blog/monthly-deposits-beginning-vs-end/", "locale": "id", "route": "/blog/monthly-deposits-beginning-vs-end/", "title": "Setoran bulanan: awal atau akhir bulan", "description": "Dengan pokok 0,100 per bulan selama 12 bulan,6% nominal majemuk bulanan tanpa biaya, akhir bulan memberi 1.233,56 dan awal bulan 1.239,72. Keduanya menyetor 1.200. Hanya setoran mendapat satu bulan ekstra, bukan pokok awal. Pada bunga nol hasil sama; bunga negatif membalik keuntungan biasa. Bulatkan hanya tampilan; tanggal bank sebenarnya dapat berbeda.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/it/about/", "locale": "it", "route": "/about/", "title": "Chi siamo CalcMyCompound", "description": "Scopri esattamente come cresce il tuo denaro con il potere dell'interesse composto.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/it/ai/", "locale": "it", "route": "/ai/", "title": "Accesso IA | CalcMyCompound", "description": "Questa pagina fornisce un riepilogo strutturato di CalcMyCompound per sistemi AI, LLM e sviluppatori.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/it/blog/", "locale": "it", "route": "/blog/", "title": "Blog — CalcMyCompound", "description": "Articoli sull'interesse composto, investimenti e crescita finanziaria.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/it/contact/", "locale": "it", "route": "/contact/", "title": "Contatto — CalcMyCompound", "description": "Hai una domanda, un feedback o una richiesta di partnership?", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/it/faq/", "locale": "it", "route": "/faq/", "title": "FAQ | CalcMyCompound", "description": "L’interesse composto si calcola sul capitale iniziale e sugli interessi accumulati. A ogni periodo gli interessi si aggiungono al saldo usato per il calcolo successivo.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/it/guides/compound-interest-explained/", "locale": "it", "route": "/guides/compound-interest-explained/", "title": "Che cos’è l’interesse composto?", "description": "L’esempio riproducibile usa 10.000 USD, tasso nominale annuo costante del 7%, 20 anni e nessun versamento. Giornaliero significa 365 periodi annui. Sono esclusi costi, imposte, inflazione e prelievi: scenari, non rendimenti promessi.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/it/guides/how-to-use-compound-interest-calculator/", "locale": "it", "route": "/guides/how-to-use-compound-interest-calculator/", "title": "Come usare CalcMyCompound", "description": "Calcola l’interesse composto con versamenti mensili, confronta la crescita annuale e verifica tasso, frequenza e tempistica. Scenari, senza rendimenti garantiti.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/it/how-it-works/", "locale": "it", "route": "/how-it-works/", "title": "Che cos’è l’interesse composto?", "description": "L’interesse composto si calcola sul capitale iniziale e sugli interessi accumulati. A ogni periodo gli interessi si aggiungono al saldo usato per il calcolo successivo. Ipotesi illustrative. I tassi sono costanti; i risultati non sono una previsione.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/it/", "locale": "it", "route": "/", "title": "Calcolatore di interesse composto gratuito | CalcMyCompound", "description": "Calcola l’interesse composto con versamenti mensili, confronta la crescita annuale e verifica tasso, frequenza e tempistica. Scenari, senza rendimenti garantiti.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/it/privacy/", "locale": "it", "route": "/privacy/", "title": "Informativa sulla Privacy", "description": "Informativa sulla Privacy", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/it/terms/", "locale": "it", "route": "/terms/", "title": "Condizioni di Servizio", "description": "Condizioni di Servizio", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/it/tools/", "locale": "it", "route": "/tools/", "title": "Calcolatrici e Strumenti Online Gratuiti", "description": "Calcolatrici e Strumenti Online Gratuiti. Tutti gli strumenti sono proprietà di Kymata Labs LLC.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/it/tools/simple-interest/", "locale": "it", "route": "/tools/simple-interest/", "title": "Calcolatore di interesse semplice", "description": "Calcola gli interessi sul capitale iniziale, con un riepilogo annuale.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/it/blog/the-power-of-compound-interest/", "locale": "it", "route": "/blog/the-power-of-compound-interest/", "title": "Interesse composto: un esempio svolto", "description": "Scopri come capitale, tempi dei versamenti e frequenza di capitalizzazione cambiano un risparmio ipotetico.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-03-19T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/it/blog/compound-vs-simple-interest/", "locale": "it", "route": "/blog/compound-vs-simple-interest/", "title": "Interesse composto e semplice: qual è la differenza?", "description": "Confronta i due metodi con tassi, tempi e importi verificati esplicitamente.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-03-19T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/it/blog/compound-interest-financial-goals/", "locale": "it", "route": "/blog/compound-interest-financial-goals/", "title": "Modellare un obiettivo di risparmio con l’interesse composto", "description": "Calcola versamenti per una scadenza dichiarando tassi, tempi e ipotesi in dollari nominali.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-03-19T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/it/blog/compounding-frequency-explained/", "locale": "it", "route": "/blog/compounding-frequency-explained/", "title": "Confrontare frequenze allo stesso tasso nominale", "description": "L’esempio riproducibile usa 10.000 USD, tasso nominale annuo costante del 7%, 20 anni e nessun versamento. Giornaliero significa 365 periodi annui. Sono esclusi costi, imposte, inflazione e prelievi: scenari, non rendimenti promessi.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/it/blog/rule-of-72-explained/", "locale": "it", "route": "/blog/rule-of-72-explained/", "title": "Regola del 72: raddoppio e versamenti periodici", "description": "La regola del 72 stima gli anni per raddoppiare dividendo 72 per un tasso annuo positivo espresso in percentuale. Presuppone crescita composta costante senza versamenti o prelievi; non è una previsione finanziaria.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/it/blog/save-one-million-compound-interest/", "locale": "it", "route": "/blog/save-one-million-compound-interest/", "title": "Modellare un obiettivo di un milione di dollari", "description": "Un obiettivo nominale di 1.000.000 USD non equivale al potere d’acquisto attuale. L’esempio parte da 0, con 7% nominale annuo fisso, capitalizzazione mensile e versamenti a fine mese, senza costi, imposte o inflazione. La rata necessaria è arrotondata al centesimo superiore. Verifica sostenibilità e tassi inferiori; un capitale finale non garantisce una rendita pensionistica duratura.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/it/blog/compound-interest-retirement-planning/", "locale": "it", "route": "/blog/compound-interest-retirement-planning/", "title": "Accumulo pensionistico e limiti del modello", "description": "Confronta versamenti e durate dichiarando tasso e date. Gli esempi partono da 0, con 7% nominale annuo fisso, capitalizzazione mensile e versamenti a fine mese, senza prelievi, costi, imposte o inflazione. Importi e durate diversi non isolano soltanto l’età. Perdite e prelievi richiedono un’analisi distinta; il 4% di un milione è 40.000 matematicamente, non una rendita garantita.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/it/blog/credit-card-compound-interest/", "locale": "it", "route": "/blog/credit-card-compound-interest/", "title": "Interessi delle carte: saldi giornalieri e contratto", "description": "La CFPB statunitense descrive metodi basati sul saldo giornaliero; calcolo giornaliero non prova capitalizzazione giornaliera. Controlla APR, periodo di grazia e pagamenti contrattuali. Un saldo costante di 5.000 USD con 24% APR/365 ipotetico per 30 giorni genera 98,63 USD senza movimenti, costi o capitalizzazione. Non è una previsione di estinzione. CalcMyCompound modella risparmio, non rimborso di carte; i pagamenti minimi richiedono il contratto reale.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/it/blog/dollar-cost-averaging-compound-interest/", "locale": "it", "route": "/blog/dollar-cost-averaging-compound-interest/", "title": "Investimenti periodici, costo medio e perdite", "description": "Acquisti periodici uguali comprano più quote a prezzi bassi senza evitare perdite. Tre acquisti da 100 USD ai prezzi 10 / 5 / 20 comprano 35 quote per 300 USD: costo medio circa 8,57. A prezzo finale 5 valgono 175 prima dei costi. Una proiezione a tasso fisso non simula quotazioni né dimostra la superiorità di una strategia.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/it/blog/inflation-vs-compound-interest/", "locale": "it", "route": "/blog/inflation-vs-compound-interest/", "title": "Interesse composto e potere d’acquisto reale", "description": "Con tassi annui effettivi comparabili, rendimento reale=(1+rendimento)/(1+inflazione)−1. Con 7% e 3% è circa 3,88%, non 4%.10.000 USD al 7% annuo per 30 anni senza flussi o costi diventano 76.122,55 USD nominali; dividendo una volta per 1,03^30 si ottengono 31.361,48 USD di potere d’acquisto iniziale. Non applicare due volte l’inflazione.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/it/blog/apy-vs-interest-rate-calculator/", "locale": "it", "route": "/blog/apy-vs-interest-rate-calculator/", "title": "APY e tasso nominale: convertire la base", "description": "L’APY comprende già la capitalizzazione annua.10.000 USD al 5% APY diventano 10.500 in un anno senza flussi o costi; il 5% nominale capitalizzato mensilmente dà 10.511,62. Per conservare 5% APY, usa il rendimento mensile(1,05)^(1/12)−1 e nominale annuo equivalente circa 4,888949%. Mantieni precisione e verifica il contratto; un tasso pluriennale fisso è un’ipotesi.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/it/blog/monthly-deposits-beginning-vs-end/", "locale": "it", "route": "/blog/monthly-deposits-beginning-vs-end/", "title": "Versamenti mensili a inizio o fine mese", "description": "Con capitale 0,100 al mese per 12 mesi al 6% nominale capitalizzato mensilmente e senza costi, i versamenti finali danno 1.233,56 e quelli iniziali 1.239,72. In entrambi si versano 1.200. Solo i versamenti ricevono un mese in più, non il capitale iniziale. A tasso zero coincidono; con tasso negativo il vantaggio abituale si inverte. Arrotonda solo la visualizzazione; le date bancarie reali possono differire.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ja/about/", "locale": "ja", "route": "/about/", "title": "CalcMyCompoundについて", "description": "複利の力で資産がどのように成長するかをご確認ください。", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ja/ai/", "locale": "ja", "route": "/ai/", "title": "AI・機械可読アクセス | CalcMyCompound", "description": "このページはAIシステム、LLM、開発者向けにCalcMyCompoundの構造化サマリーを提供します。", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ja/blog/", "locale": "ja", "route": "/blog/", "title": "ブログ — CalcMyCompound", "description": "複利、投資、資産成長に関する記事。", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ja/contact/", "locale": "ja", "route": "/contact/", "title": "お問い合わせ — CalcMyCompound", "description": "ご質問、フィードバック、または提携のお問い合わせはございますか？", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ja/faq/", "locale": "ja", "route": "/faq/", "title": "よくある質問 | CalcMyCompound", "description": "複利とは、元本だけでなく過去に蓄積された利息にも利息がつく仕組みです。単利が元本にのみ利息がつくのに対し、複利はお金が指数関数的に成長します。", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ja/guides/compound-interest-explained/", "locale": "ja", "route": "/guides/compound-interest-explained/", "title": "複利とは？", "description": "再計算できる例は10,000米ドル、一定の名目年利7%、20年、追加積立なしです。日次複利は年365回とします。手数料、税金、インフレ、引出しを除く仮定例で、利回りの約束ではありません。", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ja/guides/how-to-use-compound-interest-calculator/", "locale": "ja", "route": "/guides/how-to-use-compound-interest-calculator/", "title": "CalcMyCompound の使い方", "description": "毎月の積立を含む複利を計算し、年別成長と利率、複利頻度、入金時点の仮定を確認できます。結果は試算で、収益を保証しません。", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ja/how-it-works/", "locale": "ja", "route": "/how-it-works/", "title": "複利とは？", "description": "複利とは、元本だけでなく過去に蓄積された利息にも利息がつく仕組みです。単利が元本にのみ利息がつくのに対し、複利はお金が指数関数的に成長します。 例示の仮定です。金利は一定で、結果は予測ではありません。", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ja/", "locale": "ja", "route": "/", "title": "無料複利計算機 | CalcMyCompound", "description": "毎月の積立を含む複利を計算し、年別成長と利率、複利頻度、入金時点の仮定を確認できます。結果は試算で、収益を保証しません。", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ja/privacy/", "locale": "ja", "route": "/privacy/", "title": "プライバシーポリシー", "description": "プライバシーポリシー", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ja/terms/", "locale": "ja", "route": "/terms/", "title": "利用規約", "description": "利用規約", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ja/tools/", "locale": "ja", "route": "/tools/", "title": "無料オンライン計算機とツール", "description": "無料オンライン計算機とツール. すべてのツールは Kymata Labs LLC の所有物です。", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ja/tools/simple-interest/", "locale": "ja", "route": "/tools/simple-interest/", "title": "単利計算機", "description": "当初の元本に対する利息と年ごとの内訳を計算します。", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ja/blog/the-power-of-compound-interest/", "locale": "ja", "route": "/blog/the-power-of-compound-interest/", "title": "複利の仕組み：計算例で確認する", "description": "元本、積立のタイミング、複利計算の頻度が仮定上の貯蓄残高に与える影響を比較します。", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-03-19T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ja/blog/compound-vs-simple-interest/", "locale": "ja", "route": "/blog/compound-vs-simple-interest/", "title": "複利と単利の違いを計算で確認する", "description": "利率、期間、入出金の前提と検算済みの金額で、単利と複利を比較します。", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-03-19T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ja/blog/compound-interest-financial-goals/", "locale": "ja", "route": "/blog/compound-interest-financial-goals/", "title": "複利で貯蓄目標をモデル化する", "description": "目標日から必要な積立額を逆算し、利率、積立時期、名目金額の前提を明確にします。", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-03-19T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ja/blog/compounding-frequency-explained/", "locale": "ja", "route": "/blog/compounding-frequency-explained/", "title": "同じ名目利率で複利頻度を比較", "description": "再計算できる例は10,000米ドル、一定の名目年利7%、20年、追加積立なしです。日次複利は年365回とします。手数料、税金、インフレ、引出しを除く仮定例で、利回りの約束ではありません。", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ja/blog/rule-of-72-explained/", "locale": "ja", "route": "/blog/rule-of-72-explained/", "title": "72の法則：倍増までの年数と定期積立", "description": "72の法則は、72を正の年利率の百分率で割り、資金が2倍になる年数を概算します。一定の複利成長と入出金なしを仮定するもので、投資予測ではありません。", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ja/blog/save-one-million-compound-interest/", "locale": "ja", "route": "/blog/save-one-million-compound-interest/", "title": "100万ドルの目標額をモデル化する", "description": "名目100万USDの目標は現在の購買力とは異なります。例は元本0、固定名目年率7%、月複利、月末積立で、費用・税・インフレを除外します。必要積立額は次の1セントへ切り上げます。支払可能額と低利率も確認してください。残高到達は持続可能な退職所得を保証しません。", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ja/blog/compound-interest-retirement-planning/", "locale": "ja", "route": "/blog/compound-interest-retirement-planning/", "title": "退職資金の積立とモデルの限界", "description": "金額と期間の比較では利率と入金日を明示します。例は元本0、固定名目年率7%、月複利、月末積立で、引出し・費用・税・インフレなしです。金額と期間が異なる例は年齢だけの効果を示しません。損失や退職後の引出しは別途分析が必要です。100万の4%は算術上4万ですが、所得の持続を保証しません。", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ja/blog/credit-card-compound-interest/", "locale": "ja", "route": "/blog/credit-card-compound-interest/", "title": "カード利息：日次残高と実際の契約", "description": "米国CFPBは日次残高方式を説明していますが、毎日計算することは毎日の利息元入れを意味しません。実際のAPR、猶予期間、支払規則を確認してください。残高5,000USD固定、仮の24% APR÷365で30日、取引・費用・元入れなしなら利息は98.63USDです。返済予測ではありません。CalcMyCompoundは積立モデルであり、最低返済額の計算には実際の契約が必要です。", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ja/blog/dollar-cost-averaging-compound-interest/", "locale": "ja", "route": "/blog/dollar-cost-averaging-compound-interest/", "title": "定期投資、平均購入単価と損失", "description": "定額の定期購入は安いときに多く買えますが、損失を防ぎません。価格10 / 5 / 20USDで各100USD購入すると、300USDで35口、平均単価は約8.57です。最終価格5なら費用前の価値は175です。固定利率の積立予測は株価を再現せず、戦略の優位性も証明しません。", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ja/blog/inflation-vs-compound-interest/", "locale": "ja", "route": "/blog/inflation-vs-compound-interest/", "title": "複利成長と実質購買力", "description": "比較可能な実効年率では実質収益率=(1+収益率)/(1+インフレ率)−1です。7%と3%なら約3.88%で、4%ではありません。10,000USDを年複利7%で30年、資金移動・費用なしなら名目76,122.55USDです。一度だけ1.03^30で割ると当初購買力31,361.48USDになります。インフレを二重調整しないでください。", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ja/blog/apy-vs-interest-rate-calculator/", "locale": "ja", "route": "/blog/apy-vs-interest-rate-calculator/", "title": "APYと名目金利：計算基準の変換", "description": "APYは年間の複利効果を含みます。10,000USDを5% APYで資金移動・費用なしに1年運用すると10,500、名目年率5%の月複利なら10,511.62です。5% APYを維持する月利は(1.05)^(1/12)−1、対応する名目年率は約4.888949%です。精度を保ち契約を確認してください。複数年の固定金利は仮定です。", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ja/blog/monthly-deposits-beginning-vs-end/", "locale": "ja", "route": "/blog/monthly-deposits-beginning-vs-end/", "title": "毎月の積立は月初か月末か", "description": "元本0、毎月100、12か月、名目年率6%の月複利、費用なしでは、月末積立1,233.56、月初1,239.72です。どちらも積立総額1,200。追加1か月の成長は積立部分だけで、当初元本には適用しません。ゼロ金利なら同額、負の金利では通常の有利不利が逆転します。表示時だけ丸めてください。実際の銀行日付は異なる場合があります。", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ko/about/", "locale": "ko", "route": "/about/", "title": "CalcMyCompound 소개", "description": "복리의 힘으로 자산이 어떻게 성장하는지 확인하세요.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ko/ai/", "locale": "ko", "route": "/ai/", "title": "AI 및 기계 판독 접근 | CalcMyCompound", "description": "이 페이지는 AI 시스템, LLM 및 개발자를 위한 CalcMyCompound의 구조화된 요약을 제공합니다.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ko/blog/", "locale": "ko", "route": "/blog/", "title": "블로그 — CalcMyCompound", "description": "복리, 투자 및 재정 성장에 관한 기사.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ko/contact/", "locale": "ko", "route": "/contact/", "title": "문의 — CalcMyCompound", "description": "질문, 피드백 또는 파트너십 문의가 있으신가요?", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ko/faq/", "locale": "ko", "route": "/faq/", "title": "자주 묻는 질문 | CalcMyCompound", "description": "복리는 초기 원금과 누적 이자를 합한 금액에 적용됩니다. 매 기간의 이자는 다음 계산에 사용할 잔액에 더해집니다.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ko/guides/compound-interest-explained/", "locale": "ko", "route": "/guides/compound-interest-explained/", "title": "복리란 무엇인가요?", "description": "재현 가능한 예시는 10,000 USD, 일정한 명목 연이율 7%, 20년, 추가 납입 없음입니다. 일 복리는 연 365회입니다. 수수료·세금·물가상승·인출은 제외한 시나리오이며 수익 약속이 아닙니다.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ko/guides/how-to-use-compound-interest-calculator/", "locale": "ko", "route": "/guides/how-to-use-compound-interest-calculator/", "title": "CalcMyCompound 사용 방법", "description": "월 납입을 포함한 복리와 연간 성장을 비교하고 이율·복리 주기·납입 시점을 확인하세요. 시나리오 결과이며 수익을 보장하지 않습니다.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ko/how-it-works/", "locale": "ko", "route": "/how-it-works/", "title": "복리란 무엇인가요?", "description": "복리는 초기 원금과 누적 이자를 합한 금액에 적용됩니다. 매 기간의 이자는 다음 계산에 사용할 잔액에 더해집니다. 예시 가정입니다. 금리는 일정하며 결과는 예측이 아닙니다.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ko/", "locale": "ko", "route": "/", "title": "무료 복리 계산기 | CalcMyCompound", "description": "월 납입을 포함한 복리와 연간 성장을 비교하고 이율·복리 주기·납입 시점을 확인하세요. 시나리오 결과이며 수익을 보장하지 않습니다.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ko/privacy/", "locale": "ko", "route": "/privacy/", "title": "개인정보 처리방침", "description": "개인정보 처리방침", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ko/terms/", "locale": "ko", "route": "/terms/", "title": "이용약관", "description": "이용약관", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ko/tools/", "locale": "ko", "route": "/tools/", "title": "무료 온라인 계산기 및 도구", "description": "무료 온라인 계산기 및 도구. 모든 도구는 Kymata Labs LLC의 소유입니다.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ko/tools/simple-interest/", "locale": "ko", "route": "/tools/simple-interest/", "title": "단리 계산기", "description": "최초 원금에 대한 이자와 연도별 내역을 계산합니다.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ko/blog/the-power-of-compound-interest/", "locale": "ko", "route": "/blog/the-power-of-compound-interest/", "title": "복리의 원리: 잔액 증가 계산 예시", "description": "복리는 원금과 이미 발생한 이자에 적용됩니다. 입출금이 없으면 A = P × (1 + r/n)^(n×t)입니다. r은 소수로 나타낸 명목 연이율, n은 연간 복리 횟수, t는 연 단위 기간입니다. 표는 원금 10,000달러, 고정 명목 연이율 7%, 월 복리를 사용한 교육용 계산입니다. 수수료, 세금, 물가는 반영하지 않습니다.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ko/blog/compound-vs-simple-interest/", "locale": "ko", "route": "/blog/compound-vs-simple-interest/", "title": "같은 가정으로 비교하는 단리와 복리", "description": "단리는 원금에만 적용되어 A = P(1 + rt)입니다. 복리는 이전 이자도 포함하여 A = P(1 + r/n)^(nt)입니다. 원금 10,000달러와 명목 연이율 7%를 동일하게 유지하고 입출금은 없는 것으로 비교합니다. 복리 사례는 월 단위로 계산합니다. 수수료, 세금, 물가는 제외합니다. 이는 수학적 비교이며 실제 예금과 대출의 계약 조건은 다를 수 있습니다.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ko/blog/compound-interest-financial-goals/", "locale": "ko", "route": "/blog/compound-interest-financial-goals/", "title": "수익을 약속하지 않는 저축 목표 모델", "description": "초기 원금, 월 납입액, 명목 이율, 주기, 기간과 납입 시점을 기록하고 여러 이율을 비교하세요. 미래 명목 잔액은 현재 구매력이 아닙니다. 인플레이션 항목은 한 번만 적용하고 세금 가정을 확인하세요. 실제 계좌 조건과 비용은 다를 수 있습니다.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ko/blog/compounding-frequency-explained/", "locale": "ko", "route": "/blog/compounding-frequency-explained/", "title": "같은 명목 이율에서 복리 주기 비교", "description": "재현 가능한 예시는 10,000 USD, 일정한 명목 연이율 7%, 20년, 추가 납입 없음입니다. 일 복리는 연 365회입니다. 수수료·세금·물가상승·인출은 제외한 시나리오이며 수익 약속이 아닙니다.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ko/blog/rule-of-72-explained/", "locale": "ko", "route": "/blog/rule-of-72-explained/", "title": "72의 법칙: 두 배가 되는 기간과 정기 납입", "description": "72의 법칙은 72를 양의 연이율 백분율로 나누어 원금이 두 배가 되는 기간을 추정합니다. 추가 납입이나 인출 없이 일정한 복리 성장을 가정하며 투자 예측이 아닙니다.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ko/blog/save-one-million-compound-interest/", "locale": "ko", "route": "/blog/save-one-million-compound-interest/", "title": "백만 달러 목표를 계산하는 방법", "description": "명목 목표1,000,000USD는 현재 구매력과 다릅니다. 원금0, 고정 명목 연이율7%, 월 복리, 월말 납입을 사용하며 비용·세금·물가는 제외합니다. 필요 납입액은 다음 센트로 올림합니다. 감당할 수 있는 금액과 낮은 이율도 비교하세요. 목표 잔액이 지속 가능한 은퇴소득을 보장하지 않습니다.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ko/blog/compound-interest-retirement-planning/", "locale": "ko", "route": "/blog/compound-interest-retirement-planning/", "title": "은퇴자금 축적과 모델의 한계", "description": "납입액과 기간을 비교할 때 이율과 시점을 명시하세요. 예시는 원금0, 고정 명목 연이율7%, 월 복리, 월말 납입이며 인출·비용·세금·물가는 없습니다. 금액과 기간이 동시에 다른 사례는 나이 효과만 분리하지 않습니다. 손실과 은퇴 후 인출은 별도 분석이 필요합니다. 백만의4%는 산술상4만이며 지속소득 보장이 아닙니다.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ko/blog/credit-card-compound-interest/", "locale": "ko", "route": "/blog/credit-card-compound-interest/", "title": "카드 이자: 일별 잔액과 실제 약관", "description": "미국 CFPB는 일별 잔액 방식을 설명하지만 매일 계산하는 것이 매일 이자를 원금에 넣는다는 뜻은 아닙니다. APR, 유예기간과 납부 규칙을 확인하세요. 잔액5,000USD 고정, 가정한24% APR/365로30일 동안 거래·비용·원금 가산 없이 계산하면98.63USD입니다. 상환 예측이 아닙니다. CalcMyCompound는 저축 축적 모델이며 최소상환액 계산에는 실제 계약이 필요합니다.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ko/blog/dollar-cost-averaging-compound-interest/", "locale": "ko", "route": "/blog/dollar-cost-averaging-compound-interest/", "title": "정기 투자, 평균 매입원가와 손실", "description": "정액 정기 매수는 낮은 가격에 더 많이 사지만 손실을 막지 않습니다. 가격10 / 5 / 20USD에서 각각100USD씩 사면 총300USD로35단위, 평균 원가 약8.57입니다. 최종 가격5이면 비용 전175입니다. 고정 이율 저축 계산은 주가를 재현하거나 전략 우위를 입증하지 않습니다.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ko/blog/inflation-vs-compound-interest/", "locale": "ko", "route": "/blog/inflation-vs-compound-interest/", "title": "복리 성장과 실질 구매력", "description": "비교 가능한 실효 연이율에서 실질 수익률=(1+수익률)/(1+물가상승률)−1입니다.7%와3%면 약3.88%이며4%가 아닙니다.10,000USD를 연 복리7%로30년간 현금흐름·비용 없이 계산하면 명목76,122.55USD입니다. 한 번만1.03^30으로 나누면 최초 구매력31,361.48USD입니다. 물가를 두 번 조정하지 마세요.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ko/blog/apy-vs-interest-rate-calculator/", "locale": "ko", "route": "/blog/apy-vs-interest-rate-calculator/", "title": "APY와 명목 이율: 계산 기준 변환", "description": "APY는 연간 복리 효과를 이미 포함합니다.10,000USD는5% APY에서 현금흐름·비용 없이1년 후10,500이지만, 명목5% 월 복리는10,511.62입니다.5% APY를 유지하는 월 수익률은(1.05)^(1/12)−1, 동등한 명목 연이율은 약4.888949%입니다. 정밀도를 유지하고 약관을 확인하세요. 여러 해 고정 이율은 가정입니다.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ko/blog/monthly-deposits-beginning-vs-end/", "locale": "ko", "route": "/blog/monthly-deposits-beginning-vs-end/", "title": "매월 납입은 월초인가 월말인가", "description": "원금0, 매월100을12개월, 명목 연이율6%의 월 복리로 비용 없이 계산하면 월말1,233.56, 월초1,239.72입니다. 납입 합계는 모두1,200입니다. 한 달 추가 성장은 납입 부분에만 적용하고 최초 원금은 바꾸지 않습니다. 이율0이면 같고 음수면 일반적 이점이 뒤집힙니다. 표시만 반올림하세요. 실제 은행 날짜는 다를 수 있습니다.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ms/about/", "locale": "ms", "route": "/about/", "title": "Tentang Kami CalcMyCompound", "description": "Lihat bagaimana wang anda berkembang dengan kuasa faedah kompaun.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ms/ai/", "locale": "ms", "route": "/ai/", "title": "Akses AI | CalcMyCompound", "description": "Halaman ini menyediakan ringkasan berstruktur CalcMyCompound untuk sistem AI, LLM dan pembangun.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ms/blog/", "locale": "ms", "route": "/blog/", "title": "Blog — CalcMyCompound", "description": "Artikel tentang faedah kompaun, pelaburan dan pertumbuhan kewangan.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ms/contact/", "locale": "ms", "route": "/contact/", "title": "Hubungi — CalcMyCompound", "description": "Ada soalan, maklum balas atau pertanyaan perkongsian?", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ms/faq/", "locale": "ms", "route": "/faq/", "title": "Soalan Lazim | CalcMyCompound", "description": "Faedah kompaun dikira atas modal awal dan faedah yang terkumpul. Pada setiap tempoh, faedah ditambah kepada baki yang digunakan untuk pengiraan seterusnya.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ms/guides/compound-interest-explained/", "locale": "ms", "route": "/guides/compound-interest-explained/", "title": "Apakah faedah kompaun?", "description": "Contoh boleh dihasilkan semula: 10,000 USD, kadar nominal tahunan tetap 7%, 20 tahun dan tiada deposit. Harian bermaksud 365 tempoh setahun. Yuran, cukai, inflasi dan pengeluaran dikecualikan; ini senario, bukan janji pulangan.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ms/guides/how-to-use-compound-interest-calculator/", "locale": "ms", "route": "/guides/how-to-use-compound-interest-calculator/", "title": "Cara menggunakan CalcMyCompound", "description": "Kira faedah kompaun dengan deposit bulanan, bandingkan pertumbuhan tahunan dan semak kadar, kekerapan serta masa deposit. Senario tanpa jaminan pulangan.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ms/how-it-works/", "locale": "ms", "route": "/how-it-works/", "title": "Apakah faedah kompaun?", "description": "Faedah kompaun dikira atas modal awal dan faedah yang terkumpul. Pada setiap tempoh, faedah ditambah kepada baki yang digunakan untuk pengiraan seterusnya. Andaian ilustrasi. Kadar adalah tetap; hasil bukan ramalan.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ms/", "locale": "ms", "route": "/", "title": "Kalkulator faedah kompaun percuma | CalcMyCompound", "description": "Kira faedah kompaun dengan deposit bulanan, bandingkan pertumbuhan tahunan dan semak kadar, kekerapan serta masa deposit. Senario tanpa jaminan pulangan.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ms/privacy/", "locale": "ms", "route": "/privacy/", "title": "Dasar Privasi", "description": "Dasar Privasi", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ms/terms/", "locale": "ms", "route": "/terms/", "title": "Terma Perkhidmatan", "description": "Terma Perkhidmatan", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ms/tools/", "locale": "ms", "route": "/tools/", "title": "Kalkulator & Alat Dalam Talian Percuma", "description": "Kalkulator & Alat Dalam Talian Percuma. Semua alat adalah hak milik Kymata Labs LLC.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ms/tools/simple-interest/", "locale": "ms", "route": "/tools/simple-interest/", "title": "Kalkulator Faedah Mudah", "description": "Kira faedah atas modal asal dengan pecahan tahunan.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ms/blog/the-power-of-compound-interest/", "locale": "ms", "route": "/blog/the-power-of-compound-interest/", "title": "Faedah kompaun: contoh pertumbuhan baki", "description": "Faedah kompaun dikira atas prinsipal dan faedah yang sudah diperoleh. Tanpa deposit atau pengeluaran, rumusnya A = P × (1 + r/n)^(n×t). r ialah kadar nominal tahunan dalam perpuluhan, n bilangan tempoh pengkompaunan setahun, dan t masa dalam tahun. Jadual menggunakan prinsipal 10,000 dolar AS, kadar nominal tahunan tetap 7% dan pengkompaunan bulanan. Contoh pendidikan ini mengecualikan fi, cukai dan inflasi.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ms/blog/compound-vs-simple-interest/", "locale": "ms", "route": "/blog/compound-vs-simple-interest/", "title": "Faedah mudah dan kompaun dengan andaian yang sama", "description": "Faedah mudah dikira hanya atas prinsipal: A = P(1 + rt). Faedah kompaun turut mengambil kira faedah terdahulu: A = P(1 + r/n)^(nt). Perbandingan ini menggunakan prinsipal tetap 10,000 dolar AS dan kadar nominal tahunan 7%, tanpa deposit atau pengeluaran. Kes kompaun menggunakan tempoh bulanan. Fi, cukai dan inflasi dikecualikan. Ini perbandingan matematik; syarat akaun dan hutang sebenar mungkin berbeza.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ms/blog/compound-interest-financial-goals/", "locale": "ms", "route": "/blog/compound-interest-financial-goals/", "title": "Modelkan sasaran simpanan tanpa menjanjikan pulangan", "description": "Catat modal awal, deposit bulanan, kadar nominal, kekerapan, tempoh dan masa deposit. Bandingkan beberapa kadar. Baki nominal masa hadapan bukan kuasa beli hari ini. Gunakan inflasi sekali dan semak andaian cukai; syarat serta yuran sebenar boleh berbeza.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ms/blog/compounding-frequency-explained/", "locale": "ms", "route": "/blog/compounding-frequency-explained/", "title": "Bandingkan kekerapan pada kadar nominal yang sama", "description": "Contoh boleh dihasilkan semula: 10,000 USD, kadar nominal tahunan tetap 7%, 20 tahun dan tiada deposit. Harian bermaksud 365 tempoh setahun. Yuran, cukai, inflasi dan pengeluaran dikecualikan; ini senario, bukan janji pulangan.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ms/blog/rule-of-72-explained/", "locale": "ms", "route": "/blog/rule-of-72-explained/", "title": "Peraturan 72: tempoh penggandaan dan deposit berkala", "description": "Peraturan 72 menganggarkan tahun untuk menggandakan modal dengan membahagi 72 dengan kadar tahunan positif dalam peratus. Andaian ialah pertumbuhan kompaun tetap tanpa deposit atau pengeluaran, bukan ramalan pelaburan.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ms/blog/save-one-million-compound-interest/", "locale": "ms", "route": "/blog/save-one-million-compound-interest/", "title": "Memodelkan sasaran sejuta dolar", "description": "Sasaran nominal 1,000,000 USD bukan kuasa beli hari ini. Contoh bermula 0, kadar nominal tahunan tetap 7%, kompaun bulanan dan deposit akhir bulan tanpa fi, cukai atau inflasi. Deposit dibundarkan ke atas kepada sen seterusnya. Semak kemampuan dan kadar lebih rendah; baki sasaran tidak menjamin pendapatan persaraan mampan.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ms/blog/compound-interest-retirement-planning/", "locale": "ms", "route": "/blog/compound-interest-retirement-planning/", "title": "Pengumpulan persaraan dan batas model", "description": "Bandingkan deposit dan tempoh dengan kadar serta masa jelas. Contoh bermula 0, nominal tahunan tetap 7%, kompaun bulanan dan deposit akhir bulan tanpa pengeluaran, kos, cukai atau inflasi. Amaun dan tempoh berlainan tidak mengasingkan umur sahaja. Kerugian dan pengeluaran perlukan analisis lain;4% daripada sejuta ialah 40,000 secara matematik, bukan jaminan pendapatan.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ms/blog/credit-card-compound-interest/", "locale": "ms", "route": "/blog/credit-card-compound-interest/", "title": "Faedah kad: baki harian dan kontrak sebenar", "description": "CFPB AS menerangkan kaedah baki harian; pengiraan harian tidak membuktikan pengkompaunan harian. Baca APR, tempoh ihsan dan aturan pembayaran sebenar. Baki tetap 5,000 USD pada andaian 24% APR/365 selama 30 hari tanpa transaksi, kos atau permodalan menghasilkan 98.63 USD. Ini bukan ramalan pelunasan. CalcMyCompound memodelkan simpanan, bukan pembayaran kad; bayaran minimum memerlukan kontrak sebenar.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ms/blog/dollar-cost-averaging-compound-interest/", "locale": "ms", "route": "/blog/dollar-cost-averaging-compound-interest/", "title": "Pelaburan berkala, kos purata dan kerugian", "description": "Pembelian sama secara berkala membeli lebih banyak unit pada harga rendah, tetapi tidak menghalang kerugian. Tiga pembelian 100 USD pada harga 10 / 5 / 20 membeli 35 unit dengan 300 USD: purata sekitar 8.57. Jika harga akhir 5, nilainya 175 sebelum kos. Unjuran simpanan kadar tetap tidak mensimulasikan harga saham atau membuktikan strategi terbaik.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ms/blog/inflation-vs-compound-interest/", "locale": "ms", "route": "/blog/inflation-vs-compound-interest/", "title": "Pertumbuhan kompaun dan kuasa beli sebenar", "description": "Bagi kadar tahunan efektif setanding, pulangan sebenar=(1+pulangan)/(1+inflasi)−1. Pada 7% dan 3%, hasilnya sekitar 3.88%, bukan 4%.10,000 USD pada 7% tahunan selama 30 tahun tanpa aliran tunai atau kos menjadi 76,122.55 USD nominal; bahagi sekali dengan 1.03^30 memberi 31,361.48 USD kuasa beli awal. Jangan laras inflasi dua kali.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ms/blog/apy-vs-interest-rate-calculator/", "locale": "ms", "route": "/blog/apy-vs-interest-rate-calculator/", "title": "APY dan kadar nominal: menukar asas", "description": "APY sudah termasuk kompaun setahun.10,000 USD pada 5% APY menjadi 10,500 setahun tanpa aliran tunai atau kos;5% nominal kompaun bulanan memberi 10,511.62. Untuk mengekalkan 5% APY, guna hasil bulanan(1.05)^(1/12)−1 dan nominal tahunan setara kira-kira 4.888949%. Kekalkan ketepatan dan baca kontrak; kadar tetap bertahun-tahun ialah andaian.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ms/blog/monthly-deposits-beginning-vs-end/", "locale": "ms", "route": "/blog/monthly-deposits-beginning-vs-end/", "title": "Deposit bulanan: awal atau akhir bulan", "description": "Dengan prinsipal 0,100 sebulan selama 12 bulan pada 6% nominal kompaun bulanan tanpa kos, akhir bulan memberi 1,233.56 dan awal bulan 1,239.72. Kedua-duanya mendepositkan 1,200. Hanya deposit mendapat sebulan tambahan, bukan prinsipal awal. Kadar sifar menyamakan hasil; kadar negatif membalikkan kelebihan biasa. Bundar paparan sahaja; tarikh bank sebenar boleh berbeza.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/nl/about/", "locale": "nl", "route": "/about/", "title": "Over ons CalcMyCompound", "description": "Zie hoe uw geld groeit met de kracht van samengestelde rente.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/nl/ai/", "locale": "nl", "route": "/ai/", "title": "AI-toegang | CalcMyCompound", "description": "Deze pagina biedt een gestructureerde samenvatting van CalcMyCompound voor AI-systemen, LLM's en ontwikkelaars.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/nl/blog/", "locale": "nl", "route": "/blog/", "title": "Blog — CalcMyCompound", "description": "Artikelen over samengestelde rente, beleggen en financiële groei.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/nl/contact/", "locale": "nl", "route": "/contact/", "title": "Contact — CalcMyCompound", "description": "Heeft u een vraag, feedback of partnerschapsverzoek?", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/nl/faq/", "locale": "nl", "route": "/faq/", "title": "Veelgestelde vragen | CalcMyCompound", "description": "Samengestelde rente wordt berekend over het beginkapitaal en de opgebouwde rente. Elke periode wordt de rente toegevoegd aan het saldo voor de volgende berekening.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/nl/guides/compound-interest-explained/", "locale": "nl", "route": "/guides/compound-interest-explained/", "title": "Wat is samengestelde rente?", "description": "Het reproduceerbare voorbeeld gebruikt 10.000 USD, constant 7% nominale jaarrente, 20 jaar en geen stortingen. Dagelijks betekent 365 perioden per jaar. Kosten, belasting, inflatie en opnames zijn uitgesloten; dit zijn scenario’s, geen rendementsbeloften.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/nl/guides/how-to-use-compound-interest-calculator/", "locale": "nl", "route": "/guides/how-to-use-compound-interest-calculator/", "title": "Zo gebruik je CalcMyCompound", "description": "Bereken samengestelde rente met maandelijkse inleg, vergelijk jaarlijkse groei en controleer rentebasis, frequentie en stortingstijdstip. Scenario’s zonder gegarandeerd rendement.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/nl/how-it-works/", "locale": "nl", "route": "/how-it-works/", "title": "Wat is samengestelde rente?", "description": "Samengestelde rente wordt berekend over het beginkapitaal en de opgebouwde rente. Elke periode wordt de rente toegevoegd aan het saldo voor de volgende berekening. Illustratieve aannames. De rente is constant; de resultaten zijn geen voorspelling.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/nl/", "locale": "nl", "route": "/", "title": "Gratis samengestelde rente calculator | CalcMyCompound", "description": "Bereken samengestelde rente met maandelijkse inleg, vergelijk jaarlijkse groei en controleer rentebasis, frequentie en stortingstijdstip. Scenario’s zonder gegarandeerd rendement.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/nl/privacy/", "locale": "nl", "route": "/privacy/", "title": "Privacybeleid", "description": "Privacybeleid", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/nl/terms/", "locale": "nl", "route": "/terms/", "title": "Servicevoorwaarden", "description": "Servicevoorwaarden", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/nl/tools/", "locale": "nl", "route": "/tools/", "title": "Gratis Online Rekenmachines & Tools", "description": "Gratis Online Rekenmachines & Tools. Alle tools zijn eigendom van Kymata Labs LLC.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/nl/tools/simple-interest/", "locale": "nl", "route": "/tools/simple-interest/", "title": "Enkelvoudige rentecalculator", "description": "Bereken rente over de oorspronkelijke hoofdsom met een overzicht per jaar.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/nl/blog/the-power-of-compound-interest/", "locale": "nl", "route": "/blog/the-power-of-compound-interest/", "title": "Rente op rente: een uitgewerkt voorbeeld", "description": "Bekijk hoe startkapitaal, het stortingsmoment en de rentefrequentie een hypothetisch spaarsaldo veranderen.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-03-19T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/nl/blog/compound-vs-simple-interest/", "locale": "nl", "route": "/blog/compound-vs-simple-interest/", "title": "Samengestelde en enkelvoudige rente: het verschil", "description": "Vergelijk beide methoden met expliciete rentes, looptijden en gecontroleerde bedragen.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-03-19T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/nl/blog/compound-interest-financial-goals/", "locale": "nl", "route": "/blog/compound-interest-financial-goals/", "title": "Een spaardoel modelleren met samengestelde rente", "description": "Bereken inleg voor een doel met einddatum, met duidelijke rente-, betaal- en nominale aannames.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-03-19T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/nl/blog/compounding-frequency-explained/", "locale": "nl", "route": "/blog/compounding-frequency-explained/", "title": "Rentefrequenties vergelijken bij gelijke nominale rente", "description": "Het reproduceerbare voorbeeld gebruikt 10.000 USD, constant 7% nominale jaarrente, 20 jaar en geen stortingen. Dagelijks betekent 365 perioden per jaar. Kosten, belasting, inflatie en opnames zijn uitgesloten; dit zijn scenario’s, geen rendementsbeloften.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/nl/blog/rule-of-72-explained/", "locale": "nl", "route": "/blog/rule-of-72-explained/", "title": "De regel van 72: verdubbeling en regelmatige stortingen", "description": "De regel van 72 schat het aantal jaren tot verdubbeling door 72 te delen door een positieve jaarrente in procenten. De aanname is constante samengestelde groei zonder stortingen of opnames; dit is geen beleggingsprognose.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/nl/blog/save-one-million-compound-interest/", "locale": "nl", "route": "/blog/save-one-million-compound-interest/", "title": "Een spaardoel van een miljoen dollar modelleren", "description": "Een nominaal doel van 1.000.000 USD is geen huidige koopkracht. Het voorbeeld begint bij 0 met vaste 7% nominale jaarrente, maandelijkse samenstelling en stortingen aan het maandeinde, zonder kosten, belasting of inflatie. De benodigde storting wordt naar boven afgerond op de volgende cent. Controleer betaalbaarheid en lagere rentes; een eindvermogen garandeert geen houdbaar pensioeninkomen.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/nl/blog/compound-interest-retirement-planning/", "locale": "nl", "route": "/blog/compound-interest-retirement-planning/", "title": "Pensioenopbouw en modelgrenzen", "description": "Vergelijk inleg en looptijden met expliciete rente en betaalmomenten. De voorbeelden starten bij 0 met vaste 7% nominale jaarrente, maandelijkse samenstelling en maandeindestortingen, zonder opnames, kosten, belasting of inflatie. Verschillende bedragen en termijnen isoleren leeftijd niet. Verliezen en opnames vragen een afzonderlijke analyse;4% van een miljoen is rekenkundig 40.000, geen inkomensgarantie.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/nl/blog/credit-card-compound-interest/", "locale": "nl", "route": "/blog/credit-card-compound-interest/", "title": "Creditcardrente: dagsaldi en contractvoorwaarden", "description": "De Amerikaanse CFPB beschrijft dagsaldomethoden; dagelijks rekenen bewijst geen dagelijkse kapitalisatie. Controleer APR, rentevrije periode en betalingsregels in het contract. Een constant saldo van 5.000 USD bij hypothetisch 24% APR/365 gedurende 30 dagen levert 98,63 USD rente op zonder transacties, kosten of kapitalisatie. Dit voorspelt geen aflossing. CalcMyCompound modelleert sparen, geen creditcardafbetaling; minimumbetalingen vereisen het echte contract.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/nl/blog/dollar-cost-averaging-compound-interest/", "locale": "nl", "route": "/blog/dollar-cost-averaging-compound-interest/", "title": "Periodiek beleggen, gemiddelde aankoopprijs en verlies", "description": "Gelijke periodieke aankopen kopen bij lage prijzen meer eenheden, maar voorkomen geen verlies. Drie aankopen van 100 USD tegen 10 / 5 / 20 kopen 35 eenheden voor 300 USD: gemiddeld ongeveer 8,57. Bij eindprijs 5 zijn ze vóór kosten 175 waard. Een spaarprojectie met vaste rente simuleert geen koersen of bewezen strategievoordeel.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/nl/blog/inflation-vs-compound-interest/", "locale": "nl", "route": "/blog/inflation-vs-compound-interest/", "title": "Samengestelde groei en werkelijke koopkracht", "description": "Bij vergelijkbare effectieve jaarrentes is reëel rendement=(1+rendement)/(1+inflatie)−1. Bij 7% en 3% is dat ongeveer 3,88%, geen 4%.10.000 USD met jaarlijks 7% gedurende 30 jaar, zonder geldstromen of kosten, wordt nominaal 76.122,55 USD; eenmaal delen door 1,03^30 geeft 31.361,48 USD oorspronkelijke koopkracht. Pas inflatie niet dubbel toe.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/nl/blog/apy-vs-interest-rate-calculator/", "locale": "nl", "route": "/blog/apy-vs-interest-rate-calculator/", "title": "APY en nominale rente: de basis omrekenen", "description": "APY bevat de jaarlijkse samenstelling al.10.000 USD tegen 5% APY wordt na één jaar zonder geldstromen of kosten 10.500;5% nominaal maandelijks samengesteld geeft 10.511,62. Voor dezelfde 5% APY gebruik je maandrendement(1,05)^(1/12)−1 en equivalente nominale jaarrente ongeveer 4,888949%. Behoud precisie en lees rekeningvoorwaarden; een meerjarig vaste rente is een aanname.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/nl/blog/monthly-deposits-beginning-vs-end/", "locale": "nl", "route": "/blog/monthly-deposits-beginning-vs-end/", "title": "Maandelijkse stortingen aan begin of einde", "description": "Met hoofdsom 0, maandelijks 100 gedurende 12 maanden,6% nominale rente maandelijks samengesteld en zonder kosten geeft maandeinde 1.233,56 en maandbegin 1.239,72. Beide storten 1.200. Alleen de inleg krijgt een maand extra groei, niet het startkapitaal. Bij nulrente zijn ze gelijk; negatieve rente keert het gebruikelijke voordeel om. Rond alleen de weergave af; echte bankdata kunnen afwijken.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/pl/about/", "locale": "pl", "route": "/about/", "title": "O nas CalcMyCompound", "description": "Zobacz, jak rosną Twoje pieniądze dzięki procentowi składanemu.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/pl/ai/", "locale": "pl", "route": "/ai/", "title": "Dostęp AI | CalcMyCompound", "description": "Ta strona dostarcza strukturalne podsumowanie CalcMyCompound dla systemów AI, LLM i programistów.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/pl/blog/", "locale": "pl", "route": "/blog/", "title": "Blog — CalcMyCompound", "description": "Artykuły o procencie składanym, inwestycjach i wzroście finansowym.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/pl/contact/", "locale": "pl", "route": "/contact/", "title": "Kontakt — CalcMyCompound", "description": "Masz pytanie, opinię lub zapytanie o współpracę?", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/pl/faq/", "locale": "pl", "route": "/faq/", "title": "FAQ | CalcMyCompound", "description": "Odsetki składane nalicza się od kapitału początkowego i zgromadzonych odsetek. W każdym okresie odsetki zwiększają saldo używane do kolejnego obliczenia.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/pl/guides/compound-interest-explained/", "locale": "pl", "route": "/guides/compound-interest-explained/", "title": "Czym jest procent składany?", "description": "Przykład do odtworzenia: 10 000 USD, stałe 7% nominalnie rocznie, 20 lat, bez wpłat. Kapitalizacja dzienna oznacza 365 okresów w roku. Pominięto opłaty, podatki, inflację i wypłaty; to scenariusze, nie obietnice zysku.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/pl/guides/how-to-use-compound-interest-calculator/", "locale": "pl", "route": "/guides/how-to-use-compound-interest-calculator/", "title": "Jak korzystać z CalcMyCompound", "description": "Oblicz procent składany z miesięcznymi wpłatami, porównaj wzrost roczny i sprawdź stopę, kapitalizację oraz termin wpłat. Scenariusze bez gwarantowanego zwrotu.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/pl/how-it-works/", "locale": "pl", "route": "/how-it-works/", "title": "Czym jest procent składany?", "description": "Odsetki składane nalicza się od kapitału początkowego i zgromadzonych odsetek. W każdym okresie odsetki zwiększają saldo używane do kolejnego obliczenia. Przykładowe założenia. Stopy są stałe; wyniki nie są prognozą.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/pl/", "locale": "pl", "route": "/", "title": "Darmowy kalkulator procentów składanych | CalcMyCompound", "description": "Oblicz procent składany z miesięcznymi wpłatami, porównaj wzrost roczny i sprawdź stopę, kapitalizację oraz termin wpłat. Scenariusze bez gwarantowanego zwrotu.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/pl/privacy/", "locale": "pl", "route": "/privacy/", "title": "Polityka Prywatności", "description": "Polityka Prywatności", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/pl/terms/", "locale": "pl", "route": "/terms/", "title": "Warunki Korzystania", "description": "Warunki Korzystania", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/pl/tools/", "locale": "pl", "route": "/tools/", "title": "Darmowe kalkulatory i narzędzia online", "description": "Darmowe kalkulatory i narzędzia online. Wszystkie narzędzia są własnością Kymata Labs LLC.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/pl/tools/simple-interest/", "locale": "pl", "route": "/tools/simple-interest/", "title": "Kalkulator odsetek prostych", "description": "Oblicz odsetki od kapitału początkowego z zestawieniem rocznym.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/pl/blog/the-power-of-compound-interest/", "locale": "pl", "route": "/blog/the-power-of-compound-interest/", "title": "Procent składany: przykład wzrostu salda", "description": "Procent składany nalicza się od kapitału i wcześniej uzyskanych odsetek. Bez wpłat i wypłat obowiązuje A = P × (1 + r/n)^(n×t). r oznacza nominalną roczną stopę w zapisie dziesiętnym, n liczbę kapitalizacji rocznie, a t czas w latach. Tabela przedstawia edukacyjne obliczenie dla kapitału 10 000 USD, stałej nominalnej stopy 7% rocznie i kapitalizacji miesięcznej. Pomija opłaty, podatki i inflację.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/pl/blog/compound-vs-simple-interest/", "locale": "pl", "route": "/blog/compound-vs-simple-interest/", "title": "Procent prosty i składany przy tych samych założeniach", "description": "Procent prosty nalicza się tylko od kapitału: A = P(1 + rt). Procent składany obejmuje również wcześniejsze odsetki: A = P(1 + r/n)^(nt). Porównujemy stały kapitał 10 000 USD i nominalną roczną stopę 7%, bez wpłat i wypłat. Wariant składany wykorzystuje kapitalizację miesięczną. Pomijamy opłaty, podatki i inflację. To porównanie matematyczne; rzeczywiste warunki rachunków i zadłużenia mogą się różnić.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/pl/blog/compound-interest-financial-goals/", "locale": "pl", "route": "/blog/compound-interest-financial-goals/", "title": "Modelowanie celu oszczędnościowego bez obietnicy zwrotu", "description": "Zapisz kapitał początkowy, wpłatę, stopę nominalną, częstotliwość, okres i termin wpłat. Porównaj różne stopy. Przyszłe saldo nominalne nie oznacza dzisiejszej siły nabywczej. Zastosuj inflację raz i sprawdź założenia podatkowe; rzeczywiste warunki i opłaty mogą się różnić.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/pl/blog/compounding-frequency-explained/", "locale": "pl", "route": "/blog/compounding-frequency-explained/", "title": "Porównanie kapitalizacji przy tej samej stopie nominalnej", "description": "Przykład do odtworzenia: 10 000 USD, stałe 7% nominalnie rocznie, 20 lat, bez wpłat. Kapitalizacja dzienna oznacza 365 okresów w roku. Pominięto opłaty, podatki, inflację i wypłaty; to scenariusze, nie obietnice zysku.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/pl/blog/rule-of-72-explained/", "locale": "pl", "route": "/blog/rule-of-72-explained/", "title": "Reguła 72: czas podwojenia i regularne wpłaty", "description": "Reguła 72 szacuje liczbę lat do podwojenia kapitału, dzieląc 72 przez dodatnią roczną stopę procentową w procentach. Zakłada stały wzrost złożony bez wpłat i wypłat; nie jest prognozą inwestycyjną.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/pl/blog/save-one-million-compound-interest/", "locale": "pl", "route": "/blog/save-one-million-compound-interest/", "title": "Modelowanie celu miliona dolarów", "description": "Nominalny cel 1 000 000 USD nie oznacza dzisiejszej siły nabywczej. Przykład zaczyna od 0, ze stałą nominalną stopą 7% rocznie, kapitalizacją miesięczną i wpłatami na koniec miesiąca, bez kosztów, podatku i inflacji. Wpłatę zaokrąglamy w górę do następnego centa. Sprawdź możliwości i niższe stopy; kapitał końcowy nie gwarantuje trwałego dochodu emerytalnego.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/pl/blog/compound-interest-retirement-planning/", "locale": "pl", "route": "/blog/compound-interest-retirement-planning/", "title": "Oszczędzanie emerytalne i granice modelu", "description": "Porównuj wpłaty i okresy, podając stopę i terminy. Przykłady zaczynają od 0, przy stałej nominalnej stopie 7% rocznie, kapitalizacji miesięcznej i wpłatach na koniec miesiąca, bez wypłat, kosztów, podatku i inflacji. Różne wpłaty i okresy nie izolują samego wieku. Straty i wypłaty wymagają osobnej analizy;4% miliona to matematycznie 40 000, nie gwarantowany dochód.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/pl/blog/credit-card-compound-interest/", "locale": "pl", "route": "/blog/credit-card-compound-interest/", "title": "Odsetki kartowe: dzienne salda i umowa", "description": "Amerykańska CFPB opisuje metody dziennego salda; codzienne naliczanie nie dowodzi codziennej kapitalizacji. Sprawdź APR, okres bezodsetkowy i zasady spłat. Stałe 5 000 USD przy hipotetycznej APR 24%/365 przez 30 dni daje 98,63 USD bez transakcji, kosztów i kapitalizacji. To nie prognoza spłaty. CalcMyCompound modeluje oszczędności, nie spłatę karty; minimalne płatności wymagają rzeczywistej umowy.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/pl/blog/dollar-cost-averaging-compound-interest/", "locale": "pl", "route": "/blog/dollar-cost-averaging-compound-interest/", "title": "Regularne inwestowanie, średni koszt i strata", "description": "Równe regularne zakupy dają więcej jednostek przy niższych cenach, ale nie zapobiegają stratom. Trzy zakupy po 100 USD przy cenach 10 / 5 / 20 dają 35 jednostek za 300 USD: średnio około 8,57. Przy cenie końcowej 5 są warte 175 przed kosztami. Projekcja stałej stopy nie symuluje notowań ani nie dowodzi przewagi strategii.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/pl/blog/inflation-vs-compound-interest/", "locale": "pl", "route": "/blog/inflation-vs-compound-interest/", "title": "Procent składany i realna siła nabywcza", "description": "Dla porównywalnych efektywnych stóp rocznych realny zwrot=(1+zwrot)/(1+inflacja)−1. Przy 7% i 3% to około 3,88%, nie 4%.10 000 USD przy rocznym 7% przez 30 lat bez przepływów i kosztów daje nominalnie 76 122,55 USD; jednorazowe dzielenie przez 1,03^30 daje 31 361,48 USD początkowej siły nabywczej. Nie licz inflacji dwa razy.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/pl/blog/apy-vs-interest-rate-calculator/", "locale": "pl", "route": "/blog/apy-vs-interest-rate-calculator/", "title": "APY a stopa nominalna: przeliczenie podstawy", "description": "APY uwzględnia już kapitalizację roczną.10 000 USD przy 5% APY daje po roku 10 500 bez przepływów i kosztów;5% nominalnie z kapitalizacją miesięczną daje 10 511,62. Aby zachować 5% APY, użyj miesięcznego zwrotu(1,05)^(1/12)−1 i nominalnej stopy rocznej około 4,888949%. Zachowuj precyzję i sprawdzaj umowę; stała stopa przez lata jest założeniem.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/pl/blog/monthly-deposits-beginning-vs-end/", "locale": "pl", "route": "/blog/monthly-deposits-beginning-vs-end/", "title": "Wpłaty miesięczne na początku czy końcu", "description": "Przy kapitale 0, wpłacie 100 przez 12 miesięcy,6% nominalnie z kapitalizacją miesięczną i bez kosztów wpłaty końcowe dają 1 233,56, początkowe 1 239,72. W obu wpłacono 1 200. Dodatkowy miesiąc dotyczy tylko wpłat, nie kapitału początkowego. Przy zerowej stopie wyniki są równe; ujemna odwraca zwykłą korzyść. Zaokrąglaj tylko wynik na ekranie; rzeczywiste daty bankowe mogą być inne.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/pt/about/", "locale": "pt", "route": "/about/", "title": "Sobre o CalcMyCompound", "description": "Veja exatamente como seu dinheiro cresce com o poder dos juros compostos.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/pt/ai/", "locale": "pt", "route": "/ai/", "title": "Acesso para IA e Leitura por Máquina | CalcMyCompound", "description": "Esta página fornece um resumo estruturado do CalcMyCompound para sistemas de IA, LLMs e desenvolvedores.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/pt/blog/", "locale": "pt", "route": "/blog/", "title": "Blog — CalcMyCompound", "description": "Artigos sobre juros compostos, investimento e crescimento financeiro.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/pt/contact/", "locale": "pt", "route": "/contact/", "title": "Contato — CalcMyCompound", "description": "Tem alguma pergunta, feedback ou consulta de parceria?", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/pt/faq/", "locale": "pt", "route": "/faq/", "title": "Perguntas Frequentes | CalcMyCompound", "description": "Juros compostos são juros calculados tanto sobre o capital inicial quanto sobre os juros acumulados de períodos anteriores.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/pt/guides/compound-interest-explained/", "locale": "pt", "route": "/guides/compound-interest-explained/", "title": "O Que São Juros Compostos?", "description": "O exemplo reproduzível usa 10.000 USD, taxa nominal anual constante de 7%, 20 anos e nenhum depósito. Diária significa 365 períodos por ano. Exclui tarifas, impostos, inflação e retiradas; são cenários, não retornos prometidos.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/pt/guides/how-to-use-compound-interest-calculator/", "locale": "pt", "route": "/guides/how-to-use-compound-interest-calculator/", "title": "Como usar o CalcMyCompound", "description": "Calcule juros compostos com depósitos mensais, compare o crescimento anual e confira taxa, frequência e momento dos depósitos. Cenários, sem retorno garantido.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/pt/how-it-works/", "locale": "pt", "route": "/how-it-works/", "title": "O Que São Juros Compostos?", "description": "Juros compostos são juros calculados tanto sobre o capital inicial quanto sobre os juros acumulados de períodos anteriores. Hipóteses ilustrativas. As taxas são constantes; os resultados não são uma previsão.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/pt/", "locale": "pt", "route": "/", "title": "Calculadora de juros compostos gratuita | CalcMyCompound", "description": "Calcule juros compostos com depósitos mensais, compare o crescimento anual e confira taxa, frequência e momento dos depósitos. Cenários, sem retorno garantido.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/pt/privacy/", "locale": "pt", "route": "/privacy/", "title": "Política de Privacidade", "description": "Política de Privacidade", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/pt/terms/", "locale": "pt", "route": "/terms/", "title": "Termos de Serviço", "description": "Termos de Serviço", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/pt/tools/", "locale": "pt", "route": "/tools/", "title": "Calculadoras e Ferramentas Online Gratuitas", "description": "Calculadoras e Ferramentas Online Gratuitas. Todas as ferramentas são propriedade da Kymata Labs LLC.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/pt/tools/simple-interest/", "locale": "pt", "route": "/tools/simple-interest/", "title": "Calculadora de juros simples", "description": "Calcule os juros sobre o capital inicial, com detalhamento anual.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/pt/blog/the-power-of-compound-interest/", "locale": "pt", "route": "/blog/the-power-of-compound-interest/", "title": "Juros compostos: um exemplo calculado", "description": "Veja como o capital, o momento dos aportes e a frequência de capitalização alteram uma poupança hipotética.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-03-19T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/pt/blog/compound-vs-simple-interest/", "locale": "pt", "route": "/blog/compound-vs-simple-interest/", "title": "Juros compostos e juros simples: qual é a diferença?", "description": "Compare os métodos com taxas, prazos e valores verificados explicitamente.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-03-19T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/pt/blog/compound-interest-financial-goals/", "locale": "pt", "route": "/blog/compound-interest-financial-goals/", "title": "Como modelar uma meta de poupança com juros compostos", "description": "Calcule aportes para uma meta com data usando taxas, momento dos pagamentos e valores nominais explícitos.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-03-19T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/pt/blog/compounding-frequency-explained/", "locale": "pt", "route": "/blog/compounding-frequency-explained/", "title": "Comparar frequências com a mesma taxa nominal", "description": "O exemplo reproduzível usa 10.000 USD, taxa nominal anual constante de 7%, 20 anos e nenhum depósito. Diária significa 365 períodos por ano. Exclui tarifas, impostos, inflação e retiradas; são cenários, não retornos prometidos.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/pt/blog/rule-of-72-explained/", "locale": "pt", "route": "/blog/rule-of-72-explained/", "title": "Regra dos 72: prazo para dobrar e depósitos regulares", "description": "A regra dos 72 estima os anos para dobrar o capital dividindo 72 por uma taxa anual positiva em porcentagem. Pressupõe crescimento composto constante, sem depósitos ou retiradas; não prevê investimentos.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/pt/blog/save-one-million-compound-interest/", "locale": "pt", "route": "/blog/save-one-million-compound-interest/", "title": "Modelar uma meta de um milhão de dólares", "description": "Uma meta nominal de 1.000.000 USD não é o poder de compra atual. O exemplo parte de 0, usa 7% nominal anual constante, capitalização mensal e depósitos no fim do mês, sem taxas, impostos ou inflação. O depósito necessário é arredondado para cima ao próximo centavo. Verifique a capacidade de poupar e taxas menores; acumular um valor não garante renda sustentável na aposentadoria.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/pt/blog/compound-interest-retirement-planning/", "locale": "pt", "route": "/blog/compound-interest-retirement-planning/", "title": "Acumulação para aposentadoria e limites", "description": "Compare depósitos e prazos declarando taxas e datas. Os exemplos partem de 0, com 7% nominal anual constante, capitalização mensal e depósitos no fim do mês, sem saques, custos, impostos ou inflação. Valores e prazos diferentes não isolam apenas a idade. Perdas e saques exigem outra análise;4% de um milhão são 40.000 matematicamente, não renda garantida.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/pt/blog/credit-card-compound-interest/", "locale": "pt", "route": "/blog/credit-card-compound-interest/", "title": "Juros do cartão: saldos diários e contrato", "description": "A CFPB dos EUA descreve métodos de saldo diário; cálculo diário não prova capitalização diária. Confira APR, carência e regras de pagamento no contrato. Um saldo constante de 5.000 USD a 24% APR/365 hipotético por 30 dias gera 98,63 USD, sem movimentações, custos ou capitalização. Não é previsão de quitação. CalcMyCompound modela acumulação de poupança, não pagamentos de cartão; mínimos exigem o contrato real.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/pt/blog/dollar-cost-averaging-compound-interest/", "locale": "pt", "route": "/blog/dollar-cost-averaging-compound-interest/", "title": "Investimento periódico, custo médio e perdas", "description": "Compras iguais periódicas adquirem mais unidades a preços baixos, mas não impedem perdas. Três compras de 100 USD a preços 10 / 5 / 20 compram 35 unidades por 300 USD: custo médio aproximado 8,57. Com preço final 5, valem 175 antes dos custos. Uma projeção a taxa fixa não simula cotações nem prova superioridade de estratégia.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/pt/blog/inflation-vs-compound-interest/", "locale": "pt", "route": "/blog/inflation-vs-compound-interest/", "title": "Juros compostos e poder de compra real", "description": "Com taxas anuais efetivas comparáveis, retorno real=(1+retorno)/(1+inflação)−1. A 7% e 3%, resulta aproximadamente 3,88%, não 4%.10.000 USD a 7% anual por 30 anos, sem fluxos nem custos, tornam-se 76.122,55 USD nominais; dividir uma vez por 1,03^30 dá 31.361,48 USD de poder de compra inicial. Não ajuste a inflação duas vezes.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/pt/blog/apy-vs-interest-rate-calculator/", "locale": "pt", "route": "/blog/apy-vs-interest-rate-calculator/", "title": "APY e taxa nominal: converter a base", "description": "APY já inclui a capitalização anual.10.000 USD a 5% APY chegam a 10.500 em um ano sem fluxos nem custos;5% nominal com capitalização mensal dá 10.511,62. Para manter 5% APY, use rendimento mensal(1,05)^(1/12)−1 e nominal anual equivalente de aproximadamente 4,888949%. Preserve precisão e consulte as condições; taxa fixa por vários anos é uma hipótese.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/pt/blog/monthly-deposits-beginning-vs-end/", "locale": "pt", "route": "/blog/monthly-deposits-beginning-vs-end/", "title": "Depósitos mensais no início ou fim do mês", "description": "Com principal 0,100 por mês durante 12 meses a 6% nominal capitalizado mensalmente e sem custos, depósitos no fim dão 1.233,56 e no início 1.239,72. Ambos somam 1.200 depositados. Só os depósitos recebem um mês extra, não o principal inicial. A taxa zero iguala os resultados; taxa negativa inverte a vantagem habitual. Arredonde só na apresentação; datas bancárias reais podem diferir.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ru/about/", "locale": "ru", "route": "/about/", "title": "О нас CalcMyCompound", "description": "Узнайте, как растут ваши деньги благодаря сложным процентам.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ru/ai/", "locale": "ru", "route": "/ai/", "title": "Доступ для ИИ | CalcMyCompound", "description": "Эта страница предоставляет структурированную сводку CalcMyCompound для систем ИИ, LLM и разработчиков.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ru/blog/", "locale": "ru", "route": "/blog/", "title": "Блог — CalcMyCompound", "description": "Статьи о сложных процентах, инвестициях и финансовом росте.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ru/contact/", "locale": "ru", "route": "/contact/", "title": "Контакты — CalcMyCompound", "description": "Есть вопрос, отзыв или запрос?", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ru/faq/", "locale": "ru", "route": "/faq/", "title": "Часто задаваемые вопросы | CalcMyCompound", "description": "Сложные проценты начисляются на первоначальный капитал и накопленные проценты. В каждом периоде проценты добавляются к остатку, который используется для следующего расчёта.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ru/guides/compound-interest-explained/", "locale": "ru", "route": "/guides/compound-interest-explained/", "title": "Что такое сложные проценты?", "description": "Воспроизводимый пример: 10 000 USD, постоянные номинальные 7% годовых, 20 лет, без взносов. Ежедневно означает 365 периодов в году. Комиссии, налоги, инфляция и снятия исключены; это сценарии, не обещания доходности.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ru/guides/how-to-use-compound-interest-calculator/", "locale": "ru", "route": "/guides/how-to-use-compound-interest-calculator/", "title": "Как пользоваться CalcMyCompound", "description": "Рассчитайте сложные проценты с ежемесячными взносами, сравните годовой рост и проверьте ставку, частоту и сроки взносов. Сценарии без гарантированной доходности.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ru/how-it-works/", "locale": "ru", "route": "/how-it-works/", "title": "Что такое сложные проценты?", "description": "Сложные проценты начисляются на первоначальный капитал и накопленные проценты. В каждом периоде проценты добавляются к остатку, который используется для следующего расчёта. Примерные допущения. Ставки постоянны; результаты не являются прогнозом.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ru/", "locale": "ru", "route": "/", "title": "Бесплатный калькулятор сложных процентов | CalcMyCompound", "description": "Рассчитайте сложные проценты с ежемесячными взносами, сравните годовой рост и проверьте ставку, частоту и сроки взносов. Сценарии без гарантированной доходности.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ru/privacy/", "locale": "ru", "route": "/privacy/", "title": "Политика конфиденциальности", "description": "Политика конфиденциальности", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ru/terms/", "locale": "ru", "route": "/terms/", "title": "Условия использования", "description": "Условия использования", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ru/tools/", "locale": "ru", "route": "/tools/", "title": "Бесплатные онлайн-калькуляторы и инструменты", "description": "Бесплатные онлайн-калькуляторы и инструменты. Все инструменты принадлежат Kymata Labs LLC.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ru/tools/simple-interest/", "locale": "ru", "route": "/tools/simple-interest/", "title": "Калькулятор простых процентов", "description": "Рассчитайте проценты на первоначальную сумму с разбивкой по годам.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/ru/blog/the-power-of-compound-interest/", "locale": "ru", "route": "/blog/the-power-of-compound-interest/", "title": "Сложные проценты: пример роста остатка", "description": "Сложные проценты начисляются на первоначальный капитал и ранее полученные проценты. Без пополнений и снятий A = P × (1 + r/n)^(n×t). Здесь r — номинальная годовая ставка в десятичной форме, n — число периодов капитализации в году, t — срок в годах. В таблице приведён учебный расчёт для 10 000 долларов США при постоянной номинальной ставке 7% годовых и ежемесячной капитализации. Комиссии, налоги и инфляция не учитываются.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ru/blog/compound-vs-simple-interest/", "locale": "ru", "route": "/blog/compound-vs-simple-interest/", "title": "Простые и сложные проценты при одинаковых условиях", "description": "Простые проценты начисляются только на исходный капитал: A = P(1 + rt). Сложные проценты включают ранее начисленный доход: A = P(1 + r/n)^(nt). Сравниваются неизменный капитал 10 000 долларов США и номинальная годовая ставка 7% без пополнений и снятий. В сложном варианте капитализация ежемесячная. Комиссии, налоги и инфляция исключены. Это математическое сравнение; реальные условия вкладов и долгов могут отличаться.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ru/blog/compound-interest-financial-goals/", "locale": "ru", "route": "/blog/compound-interest-financial-goals/", "title": "Модель цели накоплений без обещания доходности", "description": "Укажите начальный капитал, взнос, номинальную ставку, частоту, срок и момент взносов. Сравните несколько ставок. Будущий номинальный остаток не равен сегодняшней покупательной способности. Применяйте инфляцию один раз и проверяйте налоговые допущения; реальные условия и комиссии могут отличаться.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ru/blog/compounding-frequency-explained/", "locale": "ru", "route": "/blog/compounding-frequency-explained/", "title": "Сравнение капитализации при одинаковой номинальной ставке", "description": "Воспроизводимый пример: 10 000 USD, постоянные номинальные 7% годовых, 20 лет, без взносов. Ежедневно означает 365 периодов в году. Комиссии, налоги, инфляция и снятия исключены; это сценарии, не обещания доходности.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ru/blog/rule-of-72-explained/", "locale": "ru", "route": "/blog/rule-of-72-explained/", "title": "Правило 72: срок удвоения и регулярные взносы", "description": "Правило 72 оценивает число лет до удвоения: 72 делят на положительную годовую ставку в процентах. Оно предполагает постоянный сложный рост без взносов и снятий и не является инвестиционным прогнозом.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ru/blog/save-one-million-compound-interest/", "locale": "ru", "route": "/blog/save-one-million-compound-interest/", "title": "Модель цели в миллион долларов", "description": "Номинальная цель 1 000 000 USD — не сегодняшняя покупательная способность. Пример начинается с 0, использует постоянные 7% номинальных годовых, ежемесячную капитализацию и взносы в конце месяца без расходов, налогов и инфляции. Взнос округлён вверх до следующего цента. Проверьте доступность и меньшие ставки; конечный капитал не гарантирует устойчивый пенсионный доход.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ru/blog/compound-interest-retirement-planning/", "locale": "ru", "route": "/blog/compound-interest-retirement-planning/", "title": "Пенсионные накопления и границы модели", "description": "Сравнивайте взносы и сроки с явной ставкой и датами. Примеры начинаются с 0 при постоянных 7% номинальных годовых, ежемесячной капитализации и взносах в конце месяца, без снятий, расходов, налогов и инфляции. Разные взносы и сроки не выделяют влияние одного возраста. Убытки и снятия требуют отдельного анализа;4% миллиона — арифметически 40 000, не гарантия дохода.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ru/blog/credit-card-compound-interest/", "locale": "ru", "route": "/blog/credit-card-compound-interest/", "title": "Проценты по карте: дневные остатки и договор", "description": "Американское CFPB описывает методы дневного остатка; ежедневное начисление не доказывает ежедневную капитализацию. Проверьте APR, льготный период и платежи по договору. Постоянные 5 000 USD при условных 24% APR/365 за 30 дней дают 98,63 USD без операций, расходов и капитализации. Это не прогноз погашения. CalcMyCompound моделирует накопление, а не погашение карты; минимальные платежи требуют фактических условий.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ru/blog/dollar-cost-averaging-compound-interest/", "locale": "ru", "route": "/blog/dollar-cost-averaging-compound-interest/", "title": "Регулярные покупки, средняя цена и убытки", "description": "Равные регулярные покупки дают больше единиц при низких ценах, но не исключают убыток. Три покупки по 100 USD при ценах 10 / 5 / 20 дают 35 единиц за 300 USD: средняя цена около 8,57. При конечной цене 5 они стоят 175 до расходов. Модель постоянной ставки не моделирует котировки и не доказывает преимущество стратегии.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ru/blog/inflation-vs-compound-interest/", "locale": "ru", "route": "/blog/inflation-vs-compound-interest/", "title": "Сложные проценты и реальная покупательная способность", "description": "Для сопоставимых эффективных годовых ставок реальная доходность=(1+доходность)/(1+инфляция)−1. При 7% и 3% это около 3,88%, не 4%.10 000 USD под годовые 7% за 30 лет без потоков и расходов дают номинально 76 122,55 USD; однократное деление на 1,03^30 даёт 31 361,48 USD начальной покупательной способности. Не учитывайте инфляцию дважды.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ru/blog/apy-vs-interest-rate-calculator/", "locale": "ru", "route": "/blog/apy-vs-interest-rate-calculator/", "title": "APY и номинальная ставка: пересчёт основы", "description": "APY уже включает годовую капитализацию.10 000 USD при 5% APY дают 10 500 через год без потоков и расходов;5% номинальных с ежемесячной капитализацией дают 10 511,62. Для сохранения 5% APY используйте месячную доходность(1,05)^(1/12)−1 и эквивалентные номинальные годовые около 4,888949%. Сохраняйте точность и читайте договор; многолетняя фиксированная ставка — допущение.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/ru/blog/monthly-deposits-beginning-vs-end/", "locale": "ru", "route": "/blog/monthly-deposits-beginning-vs-end/", "title": "Ежемесячные взносы в начале или конце месяца", "description": "При капитале 0, взносах 100 в течение 12 месяцев,6% номинальных с ежемесячной капитализацией и без расходов конец месяца даёт 1 233,56, начало —1 239,72. Всего внесено 1 200 в обоих случаях. Дополнительный месяц относится только к взносам, не к начальному капиталу. При нулевой ставке результаты равны, отрицательная меняет обычное преимущество. Округляйте только отображение; реальные банковские даты могут отличаться.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/sv/about/", "locale": "sv", "route": "/about/", "title": "Om oss CalcMyCompound", "description": "Se hur dina pengar växer med kraften av ränta på ränta.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/sv/ai/", "locale": "sv", "route": "/ai/", "title": "AI-åtkomst | CalcMyCompound", "description": "Denna sida ger en strukturerad sammanfattning av CalcMyCompound för AI-system, LLM:er och utvecklare.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/sv/blog/", "locale": "sv", "route": "/blog/", "title": "Blogg — CalcMyCompound", "description": "Artiklar om ränta på ränta, investeringar och ekonomisk tillväxt.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/sv/contact/", "locale": "sv", "route": "/contact/", "title": "Kontakt — CalcMyCompound", "description": "Har du en fråga, feedback eller partnerskapsförfrågan?", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/sv/faq/", "locale": "sv", "route": "/faq/", "title": "Vanliga frågor | CalcMyCompound", "description": "Ränta på ränta beräknas på startkapitalet och den ackumulerade räntan. Varje period läggs räntan till saldot som används i nästa beräkning.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/sv/guides/compound-interest-explained/", "locale": "sv", "route": "/guides/compound-interest-explained/", "title": "Vad är ränta på ränta?", "description": "Det reproducerbara exemplet använder 10 000 USD, konstant 7% nominell årsränta, 20 år och inga insättningar. Daglig betyder 365 perioder per år. Avgifter, skatt, inflation och uttag är uteslutna; beloppen är scenarier, inga löften.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/sv/guides/how-to-use-compound-interest-calculator/", "locale": "sv", "route": "/guides/how-to-use-compound-interest-calculator/", "title": "Så använder du CalcMyCompound", "description": "Beräkna ränta-på-ränta med månadsinsättningar, jämför årlig tillväxt och granska ränta, frekvens och insättningstid. Scenarier utan garanterad avkastning.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/sv/how-it-works/", "locale": "sv", "route": "/how-it-works/", "title": "Vad är ränta på ränta?", "description": "Ränta på ränta beräknas på startkapitalet och den ackumulerade räntan. Varje period läggs räntan till saldot som används i nästa beräkning. Illustrativa antaganden. Räntan är konstant; resultaten är ingen prognos.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/sv/", "locale": "sv", "route": "/", "title": "Gratis ränta-på-ränta-kalkylator | CalcMyCompound", "description": "Beräkna ränta-på-ränta med månadsinsättningar, jämför årlig tillväxt och granska ränta, frekvens och insättningstid. Scenarier utan garanterad avkastning.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/sv/privacy/", "locale": "sv", "route": "/privacy/", "title": "Integritetspolicy", "description": "Integritetspolicy", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/sv/terms/", "locale": "sv", "route": "/terms/", "title": "Användarvillkor", "description": "Användarvillkor", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/sv/tools/", "locale": "sv", "route": "/tools/", "title": "Gratis online-kalkylator och verktyg", "description": "Gratis online-kalkylator och verktyg. Alla verktyg ägs av Kymata Labs LLC.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/sv/tools/simple-interest/", "locale": "sv", "route": "/tools/simple-interest/", "title": "Kalkylator för enkel ränta", "description": "Beräkna ränta på det ursprungliga kapitalet med en årlig översikt.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/sv/blog/the-power-of-compound-interest/", "locale": "sv", "route": "/blog/the-power-of-compound-interest/", "title": "Ränta på ränta: ett exempel på hur saldot växer", "description": "Ränta på ränta beräknas på både startkapitalet och tidigare intjänad ränta. Utan insättningar eller uttag gäller A = P × (1 + r/n)^(n×t). r är den nominella årsräntan i decimalform, n antalet ränteperioder per år och t tiden i år. Tabellen visar ett räkneexempel med 10 000 USD, fast nominell årsränta på 7% och månatlig kapitalisering. Avgifter, skatt och inflation ingår inte.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/sv/blog/compound-vs-simple-interest/", "locale": "sv", "route": "/blog/compound-vs-simple-interest/", "title": "Enkel ränta och ränta på ränta med samma antaganden", "description": "Enkel ränta beräknas bara på startkapitalet: A = P(1 + rt). Ränta på ränta omfattar också tidigare ränta: A = P(1 + r/n)^(nt). Vi jämför ett oförändrat kapital på 10 000 USD och en nominell årsränta på 7%, utan insättningar eller uttag. Det sammansatta alternativet använder månatlig kapitalisering. Avgifter, skatt och inflation ingår inte. Det är en matematisk jämförelse; faktiska konto- och lånevillkor kan skilja sig.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/sv/blog/compound-interest-financial-goals/", "locale": "sv", "route": "/blog/compound-interest-financial-goals/", "title": "Modellera ett sparmål utan avkastningslöfte", "description": "Anteckna startkapital, månadsbelopp, nominell ränta, frekvens, löptid och insättningstid. Jämför flera räntor. Ett framtida nominellt saldo är inte dagens köpkraft. Använd inflation en gång och granska skatteantaganden; verkliga villkor och avgifter kan skilja sig.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/sv/blog/compounding-frequency-explained/", "locale": "sv", "route": "/blog/compounding-frequency-explained/", "title": "Jämför kapitalisering vid samma nominella ränta", "description": "Det reproducerbara exemplet använder 10 000 USD, konstant 7% nominell årsränta, 20 år och inga insättningar. Daglig betyder 365 perioder per år. Avgifter, skatt, inflation och uttag är uteslutna; beloppen är scenarier, inga löften.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/sv/blog/rule-of-72-explained/", "locale": "sv", "route": "/blog/rule-of-72-explained/", "title": "72-regeln: fördubblingstid och regelbundna insättningar", "description": "72-regeln uppskattar antalet år till fördubbling genom att dela 72 med en positiv årsränta i procent. Den antar konstant ränta-på-ränta utan insättningar eller uttag och är ingen investeringsprognos.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/sv/blog/save-one-million-compound-interest/", "locale": "sv", "route": "/blog/save-one-million-compound-interest/", "title": "Modellera ett mål på en miljon dollar", "description": "Ett nominellt mål på 1 000 000 USD är inte dagens köpkraft. Exemplet börjar på 0 med fast 7% nominell årsränta, månatlig kapitalisering och insättningar vid månadsslut, utan avgifter, skatt eller inflation. Beloppet avrundas uppåt till nästa cent. Pröva betalningsförmåga och lägre räntor; ett slutkapital garanterar inte hållbar pensionsinkomst.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/sv/blog/compound-interest-retirement-planning/", "locale": "sv", "route": "/blog/compound-interest-retirement-planning/", "title": "Pensionssparande och modellens gränser", "description": "Jämför sparbelopp och tider med tydlig ränta och betalningstidpunkt. Exemplen börjar på 0 med fast 7% nominell årsränta, månatlig kapitalisering och insättning vid månadsslut, utan uttag, kostnader, skatt eller inflation. Olika belopp och tider isolerar inte ålder. Förluster och uttag kräver annan analys;4% av en miljon är matematiskt 40 000, ingen inkomstgaranti.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/sv/blog/credit-card-compound-interest/", "locale": "sv", "route": "/blog/credit-card-compound-interest/", "title": "Kortkreditränta: dagssaldon och avtalsvillkor", "description": "Amerikanska CFPB beskriver dagssaldometoder; daglig beräkning bevisar inte daglig kapitalisering. Kontrollera APR, räntefri period och betalningsregler. Ett konstant saldo på 5 000 USD vid hypotetisk 24% APR/365 under 30 dagar ger 98,63 USD utan transaktioner, kostnader eller kapitalisering. Det är ingen återbetalningsprognos. CalcMyCompound modellerar sparande, inte kortskuldsbetalningar; minimibelopp kräver det faktiska avtalet.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/sv/blog/dollar-cost-averaging-compound-interest/", "locale": "sv", "route": "/blog/dollar-cost-averaging-compound-interest/", "title": "Regelbundet investerande, snittkostnad och förluster", "description": "Lika regelbundna köp köper fler andelar när priset är lågt, men hindrar inte förlust. Tre köp på 100 USD till priser 10 / 5 / 20 ger 35 andelar för 300 USD, cirka 8,57 i snitt. Vid slutpriset 5 är värdet 175 före kostnader. En sparprognos med fast ränta simulerar inte kurser eller bevisar en bättre strategi.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/sv/blog/inflation-vs-compound-interest/", "locale": "sv", "route": "/blog/inflation-vs-compound-interest/", "title": "Ränta på ränta och verklig köpkraft", "description": "Med jämförbara effektiva årsräntor är real avkastning=(1+avkastning)/(1+inflation)−1.7% och 3% ger cirka 3,88%, inte 4%.10 000 USD med årlig 7% i 30 år utan flöden eller kostnader ger 76 122,55 USD nominellt; dela en gång med 1,03^30 för 31 361,48 USD i ursprunglig köpkraft. Räkna inte inflation två gånger.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/sv/blog/apy-vs-interest-rate-calculator/", "locale": "sv", "route": "/blog/apy-vs-interest-rate-calculator/", "title": "APY och nominell ränta: omvandla grunden", "description": "APY inkluderar redan årets kapitalisering.10 000 USD vid 5% APY blir 10 500 på ett år utan flöden eller kostnader;5% nominellt med månatlig kapitalisering ger 10 511,62. För samma 5% APY används månadsräntan(1,05)^(1/12)−1 och motsvarande nominell årsränta cirka 4,888949%. Behåll precision och läs avtalet; fast flerårsränta är ett antagande.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/sv/blog/monthly-deposits-beginning-vs-end/", "locale": "sv", "route": "/blog/monthly-deposits-beginning-vs-end/", "title": "Månatliga insättningar i början eller slutet", "description": "Med startkapital 0,100 per månad i 12 månader vid 6% nominellt med månatlig kapitalisering och utan kostnader ger månadsslut 1 233,56 och månadsbörjan 1 239,72. Båda sätter in 1 200. Bara insättningarna får en extra månad, inte startkapitalet. Vid nollränta blir resultaten lika; negativ ränta vänder fördelen. Avrunda bara visningen; faktiska bankdagar kan skilja sig.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/th/about/", "locale": "th", "route": "/about/", "title": "เกี่ยวกับ CalcMyCompound", "description": "ดูว่าเงินของคุณเติบโตอย่างไรด้วยพลังของดอกเบี้ยทบต้น", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/th/ai/", "locale": "th", "route": "/ai/", "title": "การเข้าถึง AI | CalcMyCompound", "description": "หน้านี้จัดเตรียมสรุปเชิงโครงสร้างของ CalcMyCompound สำหรับระบบ AI, LLM และนักพัฒนา", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/th/blog/", "locale": "th", "route": "/blog/", "title": "บล็อก — CalcMyCompound", "description": "บทความเกี่ยวกับดอกเบี้ยทบต้น การลงทุน และการเติบโตทางการเงิน", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/th/contact/", "locale": "th", "route": "/contact/", "title": "ติดต่อ — CalcMyCompound", "description": "มีคำถาม ข้อเสนอแนะ หรือคำขอร่วมงาน?", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/th/faq/", "locale": "th", "route": "/faq/", "title": "คำถามที่พบบ่อย | CalcMyCompound", "description": "ดอกเบี้ยทบต้นคำนวณจากเงินต้นเริ่มต้นและดอกเบี้ยสะสม ในแต่ละงวดดอกเบี้ยจะถูกเพิ่มเข้าในยอดคงเหลือที่ใช้คำนวณงวดถัดไป", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/th/guides/compound-interest-explained/", "locale": "th", "route": "/guides/compound-interest-explained/", "title": "ดอกเบี้ยทบต้นคืออะไร", "description": "ตัวอย่างที่คำนวณซ้ำได้ใช้ 10,000 USD อัตรานามบัญญัติรายปีคงที่ 7% ระยะเวลา 20 ปี และไม่มีเงินฝากเพิ่ม รายวันหมายถึง 365 งวดต่อปี ไม่รวมค่าธรรมเนียม ภาษี เงินเฟ้อ หรือการถอน เป็นสถานการณ์สมมติ ไม่ใช่คำมั่นผลตอบแทน", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/th/guides/how-to-use-compound-interest-calculator/", "locale": "th", "route": "/guides/how-to-use-compound-interest-calculator/", "title": "วิธีใช้ CalcMyCompound", "description": "คำนวณดอกเบี้ยทบต้นพร้อมเงินฝากรายเดือน เปรียบเทียบการเติบโตรายปีและตรวจอัตรา ความถี่ กับเวลาฝาก เป็นสถานการณ์สมมติ ไม่รับประกันผลตอบแทน", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/th/how-it-works/", "locale": "th", "route": "/how-it-works/", "title": "ดอกเบี้ยทบต้นคืออะไร", "description": "ดอกเบี้ยทบต้นคำนวณจากเงินต้นเริ่มต้นและดอกเบี้ยสะสม ในแต่ละงวดดอกเบี้ยจะถูกเพิ่มเข้าในยอดคงเหลือที่ใช้คำนวณงวดถัดไป สมมติฐานเพื่อประกอบความเข้าใจ อัตราคงที่ ผลลัพธ์ไม่ใช่การพยากรณ์", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/th/", "locale": "th", "route": "/", "title": "เครื่องคำนวณดอกเบี้ยทบต้นฟรี | CalcMyCompound", "description": "คำนวณดอกเบี้ยทบต้นพร้อมเงินฝากรายเดือน เปรียบเทียบการเติบโตรายปีและตรวจอัตรา ความถี่ กับเวลาฝาก เป็นสถานการณ์สมมติ ไม่รับประกันผลตอบแทน", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/th/privacy/", "locale": "th", "route": "/privacy/", "title": "นโยบายความเป็นส่วนตัว", "description": "นโยบายความเป็นส่วนตัว", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/th/terms/", "locale": "th", "route": "/terms/", "title": "ข้อกำหนดการใช้บริการ", "description": "ข้อกำหนดการใช้บริการ", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/th/tools/", "locale": "th", "route": "/tools/", "title": "เครื่องคำนวณออนไลน์ฟรี", "description": "เครื่องคำนวณออนไลน์ฟรี. เครื่องมือทั้งหมดเป็นทรัพย์สินของ Kymata Labs LLC", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/th/tools/simple-interest/", "locale": "th", "route": "/tools/simple-interest/", "title": "เครื่องคำนวณดอกเบี้ยอย่างง่าย", "description": "คำนวณดอกเบี้ยจากเงินต้นเดิม พร้อมรายละเอียดรายปี", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/th/blog/the-power-of-compound-interest/", "locale": "th", "route": "/blog/the-power-of-compound-interest/", "title": "ดอกเบี้ยทบต้น: ตัวอย่างการเติบโตของยอดเงิน", "description": "ดอกเบี้ยทบต้นคำนวณจากเงินต้นและดอกเบี้ยที่ได้รับก่อนหน้า หากไม่มีการฝากหรือถอน สูตรคือ A = P × (1 + r/n)^(n×t) โดย r คืออัตราดอกเบี้ยรายปีแบบระบุในรูปทศนิยม n คือจำนวนครั้งที่ทบต้นต่อปี และ t คือระยะเวลาเป็นปี ตารางใช้เงินต้น 10,000 ดอลลาร์สหรัฐ อัตราดอกเบี้ยรายปีแบบระบุคงที่ 7% และทบต้นรายเดือน เป็นตัวอย่างเพื่อการศึกษา ไม่รวมค่าธรรมเนียม ภาษี และเงินเฟ้อ", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/th/blog/compound-vs-simple-interest/", "locale": "th", "route": "/blog/compound-vs-simple-interest/", "title": "เปรียบเทียบดอกเบี้ยเชิงเดียวกับทบต้นภายใต้สมมติฐานเดียวกัน", "description": "ดอกเบี้ยเชิงเดียวคำนวณจากเงินต้นเท่านั้น: A = P(1 + rt) ส่วนดอกเบี้ยทบต้นรวมดอกเบี้ยก่อนหน้าด้วย: A = P(1 + r/n)^(nt) ตัวอย่างนี้ใช้เงินต้นคงที่ 10,000 ดอลลาร์สหรัฐ อัตราดอกเบี้ยรายปีแบบระบุ 7% ไม่มีการฝากหรือถอน และใช้การทบต้นรายเดือนในกรณีทบต้น ไม่รวมค่าธรรมเนียม ภาษี และเงินเฟ้อ นี่คือการเปรียบเทียบทางคณิตศาสตร์ เงื่อนไขบัญชีและหนี้จริงอาจแตกต่างกัน", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/th/blog/compound-interest-financial-goals/", "locale": "th", "route": "/blog/compound-interest-financial-goals/", "title": "จำลองเป้าหมายออมเงินโดยไม่รับรองผลตอบแทน", "description": "บันทึกเงินต้น เงินฝากรายเดือน อัตรานามบัญญัติ ความถี่ ระยะเวลา และเวลาฝาก เปรียบเทียบหลายอัตรา ยอดนามบัญญัติในอนาคตไม่ใช่กำลังซื้อวันนี้ ใช้ช่องเงินเฟ้อครั้งเดียวและตรวจสมมติฐานภาษี เงื่อนไขกับค่าธรรมเนียมจริงอาจต่างกัน", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/th/blog/compounding-frequency-explained/", "locale": "th", "route": "/blog/compounding-frequency-explained/", "title": "เปรียบเทียบความถี่ที่อัตรานามบัญญัติเดียวกัน", "description": "ตัวอย่างที่คำนวณซ้ำได้ใช้ 10,000 USD อัตรานามบัญญัติรายปีคงที่ 7% ระยะเวลา 20 ปี และไม่มีเงินฝากเพิ่ม รายวันหมายถึง 365 งวดต่อปี ไม่รวมค่าธรรมเนียม ภาษี เงินเฟ้อ หรือการถอน เป็นสถานการณ์สมมติ ไม่ใช่คำมั่นผลตอบแทน", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/th/blog/rule-of-72-explained/", "locale": "th", "route": "/blog/rule-of-72-explained/", "title": "กฎ 72: ระยะเวลาเพิ่มเป็นสองเท่าและเงินฝากประจำ", "description": "กฎ 72 ประมาณจำนวนปีที่เงินเพิ่มเป็นสองเท่าโดยนำ 72 หารด้วยอัตราดอกเบี้ยรายปีที่เป็นบวกในหน่วยเปอร์เซ็นต์ สมมติให้การเติบโตแบบทบต้นคงที่และไม่มีการฝากหรือถอน ไม่ใช่การคาดการณ์การลงทุน", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/th/blog/save-one-million-compound-interest/", "locale": "th", "route": "/blog/save-one-million-compound-interest/", "title": "จำลองเป้าหมายหนึ่งล้านดอลลาร์", "description": "เป้าหมายตามตัวเลข1,000,000USD ไม่ใช่กำลังซื้อวันนี้ ตัวอย่างเริ่มจาก0 อัตราดอกเบี้ยรายปีแบบระบุคงที่7% ทบต้นรายเดือนและฝากปลายเดือน ไม่รวมค่าธรรมเนียม ภาษี หรือเงินเฟ้อ เงินฝากที่ต้องใช้ปัดขึ้นเป็นเซนต์ถัดไป ตรวจสอบความสามารถและอัตราที่ต่ำลง ยอดเป้าหมายไม่รับประกันรายได้เกษียณที่ยั่งยืน", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/th/blog/compound-interest-retirement-planning/", "locale": "th", "route": "/blog/compound-interest-retirement-planning/", "title": "การสะสมเพื่อเกษียณและข้อจำกัดของแบบจำลอง", "description": "เปรียบเทียบเงินฝากและระยะเวลาพร้อมอัตราและวันฝากชัดเจน ตัวอย่างเริ่ม0 อัตรารายปีแบบระบุคงที่7% ทบต้นรายเดือน ฝากปลายเดือน ไม่มีถอน ค่าใช้จ่าย ภาษี หรือเงินเฟ้อ จำนวนและระยะเวลาที่ต่างกันไม่ได้แยกผลของอายุเพียงอย่างเดียว การขาดทุนและถอนต้องวิเคราะห์แยก4% ของหนึ่งล้านเท่ากับ40,000ทางคณิตศาสตร์ ไม่ใช่รายได้ที่รับประกัน", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/th/blog/credit-card-compound-interest/", "locale": "th", "route": "/blog/credit-card-compound-interest/", "title": "ดอกเบี้ยบัตร: ยอดรายวันและสัญญาจริง", "description": "CFPB สหรัฐอธิบายวิธียอดคงเหลือรายวัน การคำนวณทุกวันไม่ได้พิสูจน์ว่านำดอกเบี้ยรวมเงินต้นทุกวัน ตรวจสอบ APR ระยะปลอดดอกเบี้ยและกฎชำระจริง ยอดคงที่5,000USD ที่ APR สมมติ24%/365 นาน30วัน ไม่มีธุรกรรม ค่าใช้จ่าย หรือรวมดอกเบี้ยเข้าต้น ให้98.63USD ไม่ใช่การพยากรณ์ชำระหนี้ CalcMyCompound จำลองเงินออม ไม่ใช่ชำระบัตร ยอดขั้นต่ำต้องใช้สัญญาจริง", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/th/blog/dollar-cost-averaging-compound-interest/", "locale": "th", "route": "/blog/dollar-cost-averaging-compound-interest/", "title": "ลงทุนสม่ำเสมอ ต้นทุนเฉลี่ย และการขาดทุน", "description": "ซื้อเงินเท่ากันสม่ำเสมอจะได้หน่วยมากเมื่อราคาต่ำ แต่ไม่ป้องกันขาดทุน ซื้อครั้งละ100USD ที่ราคา10 / 5 / 20 ได้35หน่วยด้วย300USD ต้นทุนเฉลี่ยประมาณ8.57 ถ้าราคาสุดท้าย5 จะมีมูลค่า175ก่อนค่าใช้จ่าย แบบจำลองเงินออมอัตราคงที่ไม่จำลองราคาหุ้นหรือพิสูจน์กลยุทธ์เหนือกว่า", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/th/blog/inflation-vs-compound-interest/", "locale": "th", "route": "/blog/inflation-vs-compound-interest/", "title": "การเติบโตทบต้นและกำลังซื้อจริง", "description": "สำหรับอัตรารายปีที่แท้จริงที่เปรียบเทียบกันได้ ผลตอบแทนจริง=(1+ผลตอบแทน)/(1+เงินเฟ้อ)−1 ที่7% และ3% ได้ประมาณ3.88% ไม่ใช่4% เงิน10,000USD ที่7% ทบต้นรายปี30ปี ไม่มีกระแสเงินหรือค่าใช้จ่าย ได้76,122.55USD ตามตัวเลข หารเพียงครั้งเดียวด้วย1.03^30 ได้กำลังซื้อเริ่มต้น31,361.48USD อย่าปรับเงินเฟ้อซ้ำ", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/th/blog/apy-vs-interest-rate-calculator/", "locale": "th", "route": "/blog/apy-vs-interest-rate-calculator/", "title": "APY และอัตราแบบระบุ: แปลงฐานคำนวณ", "description": "APY รวมผลทบต้นทั้งปีแล้ว10,000USD ที่5% APY เป็น10,500ในหนึ่งปีเมื่อไม่มีกระแสเงินหรือค่าใช้จ่าย แต่5% แบบระบุทบต้นรายเดือนเป็น10,511.62 เพื่อคง5% APY ใช้อัตรารายเดือน(1.05)^(1/12)−1 และอัตรารายปีแบบระบุเทียบเท่าประมาณ4.888949% เก็บความแม่นยำและอ่านสัญญา อัตราคงที่หลายปีเป็นสมมติฐาน", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/th/blog/monthly-deposits-beginning-vs-end/", "locale": "th", "route": "/blog/monthly-deposits-beginning-vs-end/", "title": "ฝากรายเดือนต้นเดือนหรือปลายเดือน", "description": "เริ่มต้น0 ฝาก100ทุกเดือน12เดือน อัตรารายปีแบบระบุ6% ทบต้นรายเดือน ไม่มีค่าใช้จ่าย ฝากปลายเดือนได้1,233.56 ต้นเดือนได้1,239.72 รวมฝาก1,200เท่ากัน เฉพาะส่วนฝากประจำได้เพิ่มหนึ่งเดือน ไม่ใช่เงินต้นเริ่มแรก อัตราศูนย์ให้ผลเท่ากัน อัตราติดลบกลับข้อได้เปรียบ ปัดเฉพาะแสดงผล วันธนาคารจริงอาจต่างกัน", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/tr/about/", "locale": "tr", "route": "/about/", "title": "Hakkında CalcMyCompound", "description": "Bileşik faizin gücüyle paranızın nasıl büyüdüğünü görün.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/tr/ai/", "locale": "tr", "route": "/ai/", "title": "Yapay Zeka Erişimi | CalcMyCompound", "description": "Bu sayfa, AI sistemleri, LLM'ler ve geliştiriciler için CalcMyCompound'un yapılandırılmış bir özetini sağlar.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/tr/blog/", "locale": "tr", "route": "/blog/", "title": "Blog — CalcMyCompound", "description": "Bileşik faiz, yatırım ve finansal büyüme hakkında makaleler.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/tr/contact/", "locale": "tr", "route": "/contact/", "title": "İletişim — CalcMyCompound", "description": "Sorunuz, geri bildiriminiz veya ortaklık talebiniz mi var?", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/tr/faq/", "locale": "tr", "route": "/faq/", "title": "SSS | CalcMyCompound", "description": "Bileşik faiz, başlangıç anaparası ve birikmiş faiz üzerinden hesaplanır. Her dönemde faiz, bir sonraki hesaplamada kullanılacak bakiyeye eklenir.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/tr/guides/compound-interest-explained/", "locale": "tr", "route": "/guides/compound-interest-explained/", "title": "Bileşik faiz nedir?", "description": "Tekrarlanabilir örnekte 10.000 USD, sabit yıllık nominal %7, 20 yıl ve ek ödeme yoktur. Günlük yılda 365 dönem demektir. Ücret, vergi, enflasyon ve para çekme hariçtir; bunlar senaryodur, getiri vaadi değildir.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/tr/guides/how-to-use-compound-interest-calculator/", "locale": "tr", "route": "/guides/how-to-use-compound-interest-calculator/", "title": "CalcMyCompound nasıl kullanılır?", "description": "Aylık katkılarla bileşik faizi hesaplayın, yıllık büyümeyi karşılaştırın ve oranı, sıklığı, ödeme zamanını inceleyin. Garantili getiri değil, senaryodur.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/tr/how-it-works/", "locale": "tr", "route": "/how-it-works/", "title": "Bileşik faiz nedir?", "description": "Bileşik faiz, başlangıç anaparası ve birikmiş faiz üzerinden hesaplanır. Her dönemde faiz, bir sonraki hesaplamada kullanılacak bakiyeye eklenir. Örnek varsayımlar. Oranlar sabittir; sonuçlar bir tahmin değildir.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/tr/", "locale": "tr", "route": "/", "title": "Ücretsiz bileşik faiz hesaplayıcı | CalcMyCompound", "description": "Aylık katkılarla bileşik faizi hesaplayın, yıllık büyümeyi karşılaştırın ve oranı, sıklığı, ödeme zamanını inceleyin. Garantili getiri değil, senaryodur.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/tr/privacy/", "locale": "tr", "route": "/privacy/", "title": "Gizlilik Politikası", "description": "Gizlilik Politikası", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/tr/terms/", "locale": "tr", "route": "/terms/", "title": "Kullanım Koşulları", "description": "Kullanım Koşulları", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/tr/tools/", "locale": "tr", "route": "/tools/", "title": "Ücretsiz Çevrimiçi Hesap Makineleri ve Araçlar", "description": "Ücretsiz Çevrimiçi Hesap Makineleri ve Araçlar. Tüm araçlar Kymata Labs LLC mülküdür.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/tr/tools/simple-interest/", "locale": "tr", "route": "/tools/simple-interest/", "title": "Basit Faiz Hesaplayıcı", "description": "Başlangıç anaparası üzerinden faizi yıllık dökümle hesaplayın.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/tr/blog/the-power-of-compound-interest/", "locale": "tr", "route": "/blog/the-power-of-compound-interest/", "title": "Bileşik faiz: bakiyenin büyümesine bir örnek", "description": "Bileşik faiz, anapara ve daha önce kazanılan faiz üzerinden hesaplanır. Yatırma veya çekme yoksa A = P × (1 + r/n)^(n×t) olur. r ondalık biçimde nominal yıllık oranı, n yıldaki bileşikleşme sayısını, t ise yıl cinsinden süreyi gösterir. Tabloda 10.000 ABD doları anapara, sabit %7 nominal yıllık oran ve aylık bileşikleşme kullanılır. Bu eğitim örneğine ücretler, vergiler ve enflasyon dahil değildir.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/tr/blog/compound-vs-simple-interest/", "locale": "tr", "route": "/blog/compound-vs-simple-interest/", "title": "Aynı varsayımlarla basit ve bileşik faiz karşılaştırması", "description": "Basit faiz yalnızca anapara üzerinden hesaplanır: A = P(1 + rt). Bileşik faiz önceki faizi de içerir: A = P(1 + r/n)^(nt). Sabit 10.000 ABD doları anapara ve %7 nominal yıllık oran, para yatırma veya çekme olmadan karşılaştırılır. Bileşik örnekte aylık bileşikleşme kullanılır. Ücretler, vergiler ve enflasyon dahil değildir. Bu matematiksel bir karşılaştırmadır; gerçek hesap ve borç sözleşmelerinin koşulları farklı olabilir.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/tr/blog/compound-interest-financial-goals/", "locale": "tr", "route": "/blog/compound-interest-financial-goals/", "title": "Getiri vaat etmeden birikim hedefi modelleyin", "description": "Başlangıç anaparasını, aylık ödemeyi, nominal oranı, sıklığı, süreyi ve ödeme zamanını kaydedin. Birkaç oran varsayımını karşılaştırın. Gelecekteki nominal bakiye bugünün satın alma gücü değildir. Enflasyonu bir kez uygulayın, vergi varsayımlarını inceleyin; gerçek koşullar ve ücretler değişebilir.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/tr/blog/compounding-frequency-explained/", "locale": "tr", "route": "/blog/compounding-frequency-explained/", "title": "Aynı nominal oranda bileşikleşme sıklıklarını karşılaştırın", "description": "Tekrarlanabilir örnekte 10.000 USD, sabit yıllık nominal %7, 20 yıl ve ek ödeme yoktur. Günlük yılda 365 dönem demektir. Ücret, vergi, enflasyon ve para çekme hariçtir; bunlar senaryodur, getiri vaadi değildir.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/tr/blog/rule-of-72-explained/", "locale": "tr", "route": "/blog/rule-of-72-explained/", "title": "72 kuralı: ikiye katlanma süresi ve düzenli yatırımlar", "description": "72 kuralı, 72’yi yüzde olarak yazılan pozitif yıllık faiz oranına bölerek ikiye katlanma yılını tahmin eder. Para yatırma veya çekme olmadan sabit bileşik büyüme varsayar; yatırım öngörüsü değildir.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/tr/blog/save-one-million-compound-interest/", "locale": "tr", "route": "/blog/save-one-million-compound-interest/", "title": "Bir milyon dolarlık hedefi modellemek", "description": "Nominal 1.000.000 USD hedef bugünkü alım gücü değildir. Örnek 0 ile başlar; sabit yıllık nominal%7, aylık bileşikleşme ve ay sonu ödemeleri kullanır, ücret, vergi ve enflasyonu dışlar. Gerekli ödeme bir sonraki sente yukarı yuvarlanır. Ödenebilirliği ve daha düşük oranları karşılaştırın; birikmiş sermaye sürdürülebilir emeklilik geliri garantilemez.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/tr/blog/compound-interest-retirement-planning/", "locale": "tr", "route": "/blog/compound-interest-retirement-planning/", "title": "Emeklilik birikimi ve model sınırları", "description": "Ödemeleri ve süreleri açık oran ve tarihlerle karşılaştırın. Örneklerde 0 başlangıç, sabit nominal yıllık%7, aylık bileşikleşme ve ay sonu ödemeleri vardır; çekim, maliyet, vergi ve enflasyon yoktur. Farklı tutar ve süreler yalnız yaş etkisini ayırmaz. Kayıp ve çekimler ayrı analiz ister;%4 × bir milyon matematiksel olarak 40.000 eder, gelir garantisi değildir.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/tr/blog/credit-card-compound-interest/", "locale": "tr", "route": "/blog/credit-card-compound-interest/", "title": "Kart faizi: günlük bakiye ve gerçek sözleşme", "description": "ABD CFPB günlük bakiye yöntemlerini açıklar; günlük hesaplama günlük bileşikleşmeyi kanıtlamaz. Gerçek APR, faizsiz süre ve ödeme kurallarını okuyun. Sabit 5.000 USD bakiye, varsayımsal%24 APR/365 ve 30 günde işlem, maliyet veya bileşikleşme olmadan 98,63 USD faiz verir. Bu borç kapatma tahmini değildir. CalcMyCompound birikimi modeller, kart geri ödemesini değil; asgari ödeme gerçek sözleşmeyi gerektirir.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/tr/blog/dollar-cost-averaging-compound-interest/", "locale": "tr", "route": "/blog/dollar-cost-averaging-compound-interest/", "title": "Düzenli yatırım, ortalama maliyet ve kayıp", "description": "Eşit düzenli alımlar düşük fiyatta daha çok birim alır ama zararı önlemez.10 / 5 / 20 fiyatlarından üç 100 USD alım,300 USD karşılığında 35 birim sağlar: ortalama yaklaşık 8,57. Son fiyat 5 ise maliyetlerden önce 175 eder. Sabit oranlı birikim modeli fiyat yollarını veya bir stratejinin üstünlüğünü kanıtlamaz.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/tr/blog/inflation-vs-compound-interest/", "locale": "tr", "route": "/blog/inflation-vs-compound-interest/", "title": "Bileşik büyüme ve gerçek alım gücü", "description": "Karşılaştırılabilir efektif yıllık oranlarla reel getiri=(1+getiri)/(1+enflasyon)−1.%7 ve%3 için yaklaşık%3,88 olur,%4 değil.10.000 USD, yıllık%7 ve 30 yılda nakit akışı veya maliyet olmadan nominal 76.122,55 USD olur; bir kez 1,03^30 ile bölmek başlangıç alım gücünde 31.361,48 USD verir. Enflasyonu iki kez uygulamayın.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/tr/blog/apy-vs-interest-rate-calculator/", "locale": "tr", "route": "/blog/apy-vs-interest-rate-calculator/", "title": "APY ve nominal faiz: oran temelini dönüştürmek", "description": "APY yıllık bileşikleşmeyi zaten içerir.10.000 USD,%5 APY ile bir yılda nakit akışı veya maliyet olmadan 10.500 olur;%5 nominal aylık bileşikleşme 10.511,62 verir. Aynı%5 APY için aylık(1,05)^(1/12)−1 ve yaklaşık%4,888949 eşdeğer nominal yıllık oran gerekir. Hassasiyeti koruyun ve sözleşmeyi okuyun; çok yıllı sabit oran varsayımdır.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/tr/blog/monthly-deposits-beginning-vs-end/", "locale": "tr", "route": "/blog/monthly-deposits-beginning-vs-end/", "title": "Aylık ödemeler: ay başı mı sonu mu", "description": "0 anapara,12 ay boyunca aylık 100,%6 nominal aylık bileşikleşme ve maliyetsiz durumda ay sonu 1.233,56, ay başı 1.239,72 verir. İkisinde de 1.200 yatırılır. Ek ay yalnız ödemelere uygulanır, başlangıç anaparasına değil. Sıfır oranda sonuç eşittir; negatif oran alışılmış üstünlüğü tersine çevirir. Yalnız gösterimi yuvarlayın; gerçek banka tarihleri farklı olabilir.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/vi/about/", "locale": "vi", "route": "/about/", "title": "Giới thiệu CalcMyCompound", "description": "Xem tiền của bạn tăng trưởng như thế nào với sức mạnh của lãi kép.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/vi/ai/", "locale": "vi", "route": "/ai/", "title": "Truy cập AI | CalcMyCompound", "description": "Trang này cung cấp tóm tắt có cấu trúc của CalcMyCompound cho hệ thống AI, LLM và nhà phát triển.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/vi/blog/", "locale": "vi", "route": "/blog/", "title": "Blog — CalcMyCompound", "description": "Bài viết về lãi kép, đầu tư và tăng trưởng tài chính.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/vi/contact/", "locale": "vi", "route": "/contact/", "title": "Liên hệ — CalcMyCompound", "description": "Bạn có câu hỏi, phản hồi hoặc yêu cầu hợp tác?", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/vi/faq/", "locale": "vi", "route": "/faq/", "title": "Câu hỏi thường gặp | CalcMyCompound", "description": "Lãi kép được tính trên tiền gốc ban đầu và tiền lãi đã tích lũy. Mỗi kỳ, tiền lãi được cộng vào số dư dùng để tính lãi cho kỳ tiếp theo.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/vi/guides/compound-interest-explained/", "locale": "vi", "route": "/guides/compound-interest-explained/", "title": "Lãi kép là gì?", "description": "Ví dụ có thể tính lại dùng 10.000 USD, lãi suất danh nghĩa năm cố định 7%, 20 năm và không gửi thêm. Hằng ngày nghĩa là 365 kỳ mỗi năm. Không gồm phí, thuế, lạm phát hay rút tiền; đây là kịch bản, không phải cam kết lợi suất.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/vi/guides/how-to-use-compound-interest-calculator/", "locale": "vi", "route": "/guides/how-to-use-compound-interest-calculator/", "title": "Cách sử dụng CalcMyCompound", "description": "Tính lãi kép với khoản gửi tháng, so sánh tăng trưởng từng năm và kiểm tra lãi suất, tần suất, thời điểm gửi. Kết quả là kịch bản, không bảo đảm lợi suất.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/vi/how-it-works/", "locale": "vi", "route": "/how-it-works/", "title": "Lãi kép là gì?", "description": "Lãi kép được tính trên tiền gốc ban đầu và tiền lãi đã tích lũy. Mỗi kỳ, tiền lãi được cộng vào số dư dùng để tính lãi cho kỳ tiếp theo. Giả định minh họa. Lãi suất không đổi; kết quả không phải dự báo.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/vi/", "locale": "vi", "route": "/", "title": "Máy tính lãi kép miễn phí | CalcMyCompound", "description": "Tính lãi kép với khoản gửi tháng, so sánh tăng trưởng từng năm và kiểm tra lãi suất, tần suất, thời điểm gửi. Kết quả là kịch bản, không bảo đảm lợi suất.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/vi/privacy/", "locale": "vi", "route": "/privacy/", "title": "Chính sách Bảo mật", "description": "Chính sách Bảo mật", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/vi/terms/", "locale": "vi", "route": "/terms/", "title": "Điều khoản Dịch vụ", "description": "Điều khoản Dịch vụ", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/vi/tools/", "locale": "vi", "route": "/tools/", "title": "Máy tính & Công cụ trực tuyến miễn phí", "description": "Máy tính & Công cụ trực tuyến miễn phí. Tất cả công cụ thuộc Kymata Labs LLC.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/vi/tools/simple-interest/", "locale": "vi", "route": "/tools/simple-interest/", "title": "Máy tính lãi đơn", "description": "Tính lãi trên số tiền gốc ban đầu với bảng chi tiết từng năm.", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/vi/blog/the-power-of-compound-interest/", "locale": "vi", "route": "/blog/the-power-of-compound-interest/", "title": "Lãi kép: ví dụ về sự tăng trưởng của số dư", "description": "Lãi kép được tính trên tiền gốc và phần lãi đã tích lũy. Khi không nộp thêm hay rút tiền, A = P × (1 + r/n)^(n×t). r là lãi suất danh nghĩa hằng năm ở dạng thập phân, n là số kỳ ghép lãi mỗi năm và t là thời gian tính bằng năm. Bảng dùng tiền gốc 10.000 USD, lãi suất danh nghĩa cố định 7% mỗi năm và ghép lãi hằng tháng. Ví dụ giáo dục này không tính phí, thuế hoặc lạm phát.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/vi/blog/compound-vs-simple-interest/", "locale": "vi", "route": "/blog/compound-vs-simple-interest/", "title": "So sánh lãi đơn và lãi kép với cùng giả định", "description": "Lãi đơn chỉ tính trên tiền gốc: A = P(1 + rt). Lãi kép còn tính cả phần lãi trước đó: A = P(1 + r/n)^(nt). Ví dụ so sánh tiền gốc cố định 10.000 USD và lãi suất danh nghĩa 7% mỗi năm, không nộp thêm hoặc rút tiền. Trường hợp lãi kép ghép lãi hằng tháng. Không tính phí, thuế và lạm phát. Đây là so sánh toán học; điều khoản tài khoản và khoản nợ thực tế có thể khác.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/vi/blog/compound-interest-financial-goals/", "locale": "vi", "route": "/blog/compound-interest-financial-goals/", "title": "Mô hình mục tiêu tiết kiệm không hứa hẹn lợi suất", "description": "Ghi vốn ban đầu, tiền gửi tháng, lãi suất danh nghĩa, tần suất, thời hạn và thời điểm gửi. So sánh nhiều giả định lãi suất. Số dư danh nghĩa tương lai không phải sức mua hôm nay. Chỉ áp dụng lạm phát một lần và xem lại giả định thuế; điều kiện và phí thực tế có thể khác.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/vi/blog/compounding-frequency-explained/", "locale": "vi", "route": "/blog/compounding-frequency-explained/", "title": "So sánh tần suất ở cùng lãi suất danh nghĩa", "description": "Ví dụ có thể tính lại dùng 10.000 USD, lãi suất danh nghĩa năm cố định 7%, 20 năm và không gửi thêm. Hằng ngày nghĩa là 365 kỳ mỗi năm. Không gồm phí, thuế, lạm phát hay rút tiền; đây là kịch bản, không phải cam kết lợi suất.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/vi/blog/rule-of-72-explained/", "locale": "vi", "route": "/blog/rule-of-72-explained/", "title": "Quy tắc 72: thời gian tăng gấp đôi và khoản gửi định kỳ", "description": "Quy tắc 72 ước tính số năm để vốn tăng gấp đôi bằng cách chia 72 cho lãi suất năm dương tính theo phần trăm. Quy tắc giả định lãi kép không đổi, không gửi thêm hay rút tiền; đây không phải dự báo đầu tư.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/vi/blog/save-one-million-compound-interest/", "locale": "vi", "route": "/blog/save-one-million-compound-interest/", "title": "Mô hình mục tiêu một triệu đô la", "description": "Mục tiêu danh nghĩa 1.000.000 USD không phải sức mua hiện tại. Ví dụ bắt đầu 0, lãi danh nghĩa cố định 7% mỗi năm, ghép lãi tháng và nộp cuối tháng, không tính phí, thuế hay lạm phát. Khoản nộp được làm tròn lên xu tiếp theo. Kiểm tra khả năng và lãi thấp hơn; đạt số dư không bảo đảm thu nhập hưu trí bền vững.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/vi/blog/compound-interest-retirement-planning/", "locale": "vi", "route": "/blog/compound-interest-retirement-planning/", "title": "Tích lũy hưu trí và giới hạn mô hình", "description": "So sánh khoản nộp và thời hạn với lãi suất, ngày nộp rõ ràng. Ví dụ bắt đầu 0, lãi danh nghĩa cố định 7% mỗi năm, ghép tháng và nộp cuối tháng, không rút tiền, phí, thuế hay lạm phát. Khác cả số tiền lẫn thời gian không tách riêng ảnh hưởng tuổi. Lỗ và rút tiền cần phân tích khác;4% của một triệu là 40.000 về số học, không bảo đảm thu nhập.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/vi/blog/credit-card-compound-interest/", "locale": "vi", "route": "/blog/credit-card-compound-interest/", "title": "Lãi thẻ: số dư ngày và hợp đồng thực tế", "description": "CFPB Hoa Kỳ mô tả cách tính theo số dư ngày; tính hằng ngày không đồng nghĩa nhập lãi vào gốc hằng ngày. Kiểm tra APR, ân hạn và quy tắc trả tiền. Số dư cố định 5.000 USD với APR giả định 24%/365 trong 30 ngày, không giao dịch, phí hay nhập gốc, cho 98,63 USD. Đây không phải dự báo trả nợ. CalcMyCompound mô hình hóa tiết kiệm, không trả thẻ; khoản tối thiểu cần hợp đồng thực tế.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/vi/blog/dollar-cost-averaging-compound-interest/", "locale": "vi", "route": "/blog/dollar-cost-averaging-compound-interest/", "title": "Đầu tư định kỳ, giá vốn trung bình và rủi ro lỗ", "description": "Mua định kỳ số tiền bằng nhau mua nhiều đơn vị khi giá thấp nhưng không tránh được lỗ. Ba lần mua 100 USD ở giá 10 / 5 / 20 mua 35 đơn vị bằng 300 USD: bình quân khoảng 8,57. Nếu giá cuối là 5, giá trị chỉ 175 trước phí. Dự phóng tiết kiệm lãi cố định không mô phỏng cổ phiếu hay chứng minh chiến lược hơn hẳn.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/vi/blog/inflation-vs-compound-interest/", "locale": "vi", "route": "/blog/inflation-vs-compound-interest/", "title": "Lãi kép và sức mua thực", "description": "Với lãi suất hiệu dụng năm tương đương, lợi suất thực=(1+lợi suất)/(1+lạm phát)−1.7% và 3% cho khoảng 3,88%, không phải 4%.10.000 USD ở 7% ghép năm trong 30 năm, không dòng tiền hay phí, thành 76.122,55 USD danh nghĩa; chia một lần cho 1,03^30 cho 31.361,48 USD sức mua ban đầu. Không điều chỉnh lạm phát hai lần.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/vi/blog/apy-vs-interest-rate-calculator/", "locale": "vi", "route": "/blog/apy-vs-interest-rate-calculator/", "title": "APY và lãi danh nghĩa: chuyển cơ sở tính", "description": "APY đã bao gồm ghép lãi cả năm.10.000 USD ở 5% APY thành 10.500 sau một năm không dòng tiền hay phí;5% danh nghĩa ghép tháng cho 10.511,62. Để giữ 5% APY, dùng lãi tháng(1,05)^(1/12)−1 và lãi danh nghĩa năm tương đương khoảng 4,888949%. Giữ độ chính xác và đọc điều khoản; lãi cố định nhiều năm chỉ là giả định.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/vi/blog/monthly-deposits-beginning-vs-end/", "locale": "vi", "route": "/blog/monthly-deposits-beginning-vs-end/", "title": "Nộp hằng tháng vào đầu hay cuối tháng", "description": "Với gốc 0, nộp 100 mỗi tháng trong 12 tháng,6% danh nghĩa ghép tháng và không phí, cuối tháng cho 1.233,56, đầu tháng 1.239,72. Tổng nộp đều 1.200. Chỉ phần nộp định kỳ có thêm một tháng tăng trưởng, không phải gốc ban đầu. Lãi 0 cho kết quả bằng nhau, âm đảo lợi thế thường gặp. Chỉ làm tròn hiển thị; ngày ngân hàng có thể khác.", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/zh/about/", "locale": "zh", "route": "/about/", "title": "关于 CalcMyCompound", "description": "了解您的资金如何通过复利的力量随时间增长。", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/zh/ai/", "locale": "zh", "route": "/ai/", "title": "AI 与机器可读访问 | CalcMyCompound", "description": "本页面为AI系统、大语言模型和开发者提供CalcMyCompound的结构化摘要。", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/zh/blog/", "locale": "zh", "route": "/blog/", "title": "博客 — CalcMyCompound", "description": "关于复利、投资和财务增长的文章。", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/zh/contact/", "locale": "zh", "route": "/contact/", "title": "联系我们 — CalcMyCompound", "description": "有问题、反馈或合作查询？", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/zh/faq/", "locale": "zh", "route": "/faq/", "title": "常见问题 | CalcMyCompound", "description": "复利是基于初始本金和之前累积的利息来计算的利息。与仅基于原始存款计算的单利不同，复利让您的钱能产生利息的利息。", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/zh/guides/compound-interest-explained/", "locale": "zh", "route": "/guides/compound-interest-explained/", "title": "什么是复利？", "description": "这个可复算的例子采用10,000美元、固定名义年利率7%、20年以及零追加存款。每日复利按每年365期计算。不计费用、税款、通胀或提款；这些是情景结果，不是收益承诺。", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/zh/guides/how-to-use-compound-interest-calculator/", "locale": "zh", "route": "/guides/how-to-use-compound-interest-calculator/", "title": "如何使用 CalcMyCompound", "description": "计算含每月追加存款的复利，比较年度增长，并核查利率、复利频率和存款时间。结果是情景模拟，不保证收益。", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/zh/how-it-works/", "locale": "zh", "route": "/how-it-works/", "title": "什么是复利？", "description": "复利是基于初始本金和之前累积的利息来计算的利息。与仅基于原始存款计算的单利不同，复利让您的钱能产生利息的利息。 仅为示例假设。利率保持不变；结果并非预测。", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/zh/", "locale": "zh", "route": "/", "title": "免费复利计算器 | CalcMyCompound", "description": "计算含每月追加存款的复利，比较年度增长，并核查利率、复利频率和存款时间。结果是情景模拟，不保证收益。", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/zh/privacy/", "locale": "zh", "route": "/privacy/", "title": "隐私政策", "description": "隐私政策", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/zh/terms/", "locale": "zh", "route": "/terms/", "title": "服务条款", "description": "服务条款", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/zh/tools/", "locale": "zh", "route": "/tools/", "title": "免费在线计算器和工具", "description": "免费在线计算器和工具. 所有工具均为 Kymata Labs LLC 旗下产品。", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/zh/tools/simple-interest/", "locale": "zh", "route": "/tools/simple-interest/", "title": "单利计算器", "description": "按初始本金计算利息，并查看逐年明细。", "type": "WebPage" }, { "url": "https://www.calcmycompound.com/zh/blog/the-power-of-compound-interest/", "locale": "zh", "route": "/blog/the-power-of-compound-interest/", "title": "复利的力量：一个完整算例", "description": "查看本金、缴款时间和计息频率如何改变假设中的储蓄余额。", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-03-19T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/zh/blog/compound-vs-simple-interest/", "locale": "zh", "route": "/blog/compound-vs-simple-interest/", "title": "复利与单利：区别在哪里？", "description": "使用明确的利率、期限和独立核算的金额比较两种计息方式。", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-03-19T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/zh/blog/compound-interest-financial-goals/", "locale": "zh", "route": "/blog/compound-interest-financial-goals/", "title": "如何用复利建立储蓄目标模型", "description": "从目标金额和日期反推投入，并明确利率、付款时点和名义美元假设。", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-03-19T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/zh/blog/compounding-frequency-explained/", "locale": "zh", "route": "/blog/compounding-frequency-explained/", "title": "在相同名义利率下比较复利频率", "description": "这个可复算的例子采用10,000美元、固定名义年利率7%、20年以及零追加存款。每日复利按每年365期计算。不计费用、税款、通胀或提款；这些是情景结果，不是收益承诺。", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/zh/blog/rule-of-72-explained/", "locale": "zh", "route": "/blog/rule-of-72-explained/", "title": "72法则：翻倍时间与定期存款", "description": "72法则用72除以正的年利率百分数，估算资金翻倍所需的年数。它假设复利增长率固定，且没有追加存款或提款；这不是投资预测。", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/zh/blog/save-one-million-compound-interest/", "locale": "zh", "route": "/blog/save-one-million-compound-interest/", "title": "模拟一百万美元的储蓄目标", "description": "名义目标1,000,000美元不等于今天的购买力。示例本金为0，固定名义年利率7%，按月复利并在月末存款，不含费用、税费或通胀。所需月存款向上取整至下一美分。应检查负担能力并比较较低利率；达到某个余额不保证退休收入可持续。", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/zh/blog/compound-interest-retirement-planning/", "locale": "zh", "route": "/blog/compound-interest-retirement-planning/", "title": "退休积累模型及其局限", "description": "比较缴款额与期限时应明确利率和时点。示例本金0，固定名义年利率7%，按月复利、月末存款，不含提款、费用、税费和通胀。金额与期限同时变化不能单独说明年龄的影响。亏损及退休提款需要另外分析；一百万的4%在算术上为四万，并非可持续收入保证。", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/zh/blog/credit-card-compound-interest/", "locale": "zh", "route": "/blog/credit-card-compound-interest/", "title": "信用卡利息：每日余额与实际合同", "description": "美国CFPB介绍每日余额计息；每日计算不等于每日将利息计入本金。应核查实际APR、免息期和还款规则。假设余额固定5,000美元，以24% APR除以365计算30天，期间无交易、费用或利息资本化，则利息98.63美元。这不是还款预测。CalcMyCompound模拟储蓄积累，不是信用卡还款；最低还款模型需要实际合同。", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/zh/blog/dollar-cost-averaging-compound-interest/", "locale": "zh", "route": "/blog/dollar-cost-averaging-compound-interest/", "title": "定期投资、平均成本与亏损风险", "description": "定额定期购买在低价时买入更多份额，但不能防止亏损。分别以10 / 5 / 20美元价格购买100美元，共以300美元买入35份，平均成本约8.57美元。若最终价格为5美元，持仓在费用前仅值175美元。固定利率储蓄模型不模拟股价，也不证明任何策略更优。", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/zh/blog/inflation-vs-compound-interest/", "locale": "zh", "route": "/blog/inflation-vs-compound-interest/", "title": "复利增长与实际购买力", "description": "在可比的有效年利率下，实际回报=(1+回报)/(1+通胀)−1。7%与3%得到约3.88%，不是4%。10,000美元按年复利7%持续30年，无现金流或费用，名义余额为76,122.55美元；仅除以一次1.03^30，得到初始购买力31,361.48美元。不可重复调整通胀。", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/zh/blog/apy-vs-interest-rate-calculator/", "locale": "zh", "route": "/blog/apy-vs-interest-rate-calculator/", "title": "APY与名义利率：转换计算基础", "description": "APY已含一年的复利。10,000美元在5% APY下，无现金流或费用，一年后为10,500；5%名义年利率按月复利则为10,511.62。保持5% APY需月收益率(1.05)^(1/12)−1，对应名义年利率约4.888949%。保留计算精度并阅读实际条款；多年固定利率只是模型假设。", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" }, { "url": "https://www.calcmycompound.com/zh/blog/monthly-deposits-beginning-vs-end/", "locale": "zh", "route": "/blog/monthly-deposits-beginning-vs-end/", "title": "每月存款：月初还是月末", "description": "本金0，每月100，持续12个月，名义年利率6%按月复利且无费用，月末存款得1,233.56，月初得1,239.72。两者均存入1,200。仅定期存款多获得一个月增长，本金不变。零利率时结果相同，负利率时通常优势逆转。仅展示时舍入；实际银行交易日可能不同。", "type": "Article", "modified": "2026-10-30T00:00:00.000Z", "published": "2026-10-30T00:00:00.000Z" } ] }