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Início›💰 Finanças e Dinheiro›Calculadora de Valor Futuro
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Calculadora de Valor Futuro Online Grátis

Future value of an investment with lump sum, recurring contributions and compound growth chart

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Future Value Calculator

Future value of an investment with lump sum, recurring contributions and compound growth chart

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Frequently Asked Questions

Our calculators use industry-standard formulas verified against academic sources and professional tools. Results are for informational and educational purposes — always verify important financial, health, or technical decisions with a qualified professional.
No. All calculations run entirely in your browser. Your inputs are never transmitted to any server, logged, or stored — complete privacy by design.
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✍️Revisado por M. Khurram— Engenheiro de Software & Fundador
📅Última atualização: setembro de 2026

Sobre Esta Calculadora

Future Value (FV) answers the question: what will my money be worth later if I invest it now? The power of compound growth means that $10,000 invested today at 7% annually becomes $19,672 in 10 years, $38,697 in 20 years, and $76,123 in 30 years — with no additional contributions.

Add a $300/month contribution to that $10,000 lump sum, and the 30-year balance jumps to $387,000. The $108,000 in contributions grew to $377,000 through compounding alone — demonstrating why starting early matters more than contribution size.

The contribution step-up feature models the realistic scenario where you increase contributions as income grows. Increasing contributions by just 3% per year (roughly matching inflation) raises the 30-year outcome from $387,000 to $477,000 — an extra $90,000 from growing contributions that most planning tools ignore.

Rule of 72: divide 72 by the interest rate to estimate how long your money takes to double. At 6%, money doubles every 12 years (72 ÷ 6). At 9%, every 8 years. This mental model explains why fee differences matter: a 1% fee that reduces your return from 7% to 6% extends doubling time from 10.3 to 12 years — a 16% longer wait compounded over decades.

Projete um número sobre a passagem de muito tempo baseando as contas no CAGR.

Exemplo Resolvido

Growing a $5,000 lump sum with $400/month contributions at 7% for 25 years

Entradas:

  • Starting lump sum: $5,000
  • Monthly contribution: $400
  • Annual return: 7% (compounded monthly)
  • Time horizon: 25 years

Passo a Passo:

  1. FV of lump sum: $5,000 × (1 + 0.07/12)^300 = $5,000 × 5.779 = $28,896
  2. FV of monthly contributions: $400 × [(1.005833^300 − 1) / 0.005833] = $400 × 810.07 = $324,028
  3. Total FV: $28,896 + $324,028 = $352,924
  4. Total contributed: $5,000 + ($400 × 300) = $125,000
  5. Growth from compounding: $352,924 − $125,000 = $227,924
Resultado: $352,924 after 25 years. Of that, $227,924 (64.6%) is pure compounding — money earned on money, not new contributions. This illustrates why time in market matters more than timing the market.

Dicas

  • Starting 10 years earlier can double your final portfolio value thanks to compound growth.
⚠️ Aviso: Aviso Financeiro: Os resultados são estimativas com base nos dados inseridos e em fórmulas matemáticas padrão. Não constituem aconselhamento financeiro. Consulte um assessor financeiro certificado antes de tomar decisões de investimento ou financiamento.

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