Retirement Calculator

Plan your journey to financial freedom. This calculator helps you estimate the total corpus required to maintain your current lifestyle after retirement, accounting for inflation and investment returns.

Key Inputs

  • Monthly Expenses: Your current monthly spending. The calculator projects this forward using inflation.
  • Expected Return: The annual rate of return you expect on your investments (e.g., 7-10% for equities).
  • Inflation Rate: The rate at which costs rise (typically 3-6%). This significantly impacts your future needs.
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Retirement Calculator

Plan your retirement corpus

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Corpus Needed

📐 4% Withdrawal Rule

Corpus = 25× Annual Expenses

Withdraw 4% yearly for 25+ years of retirement

💡 Tips

• Start early - time is your biggest asset
• Account for inflation
• Consider healthcare costs

Planning for Retirement

Understanding the Calculation

Retirement planning involves two main variables: how much your expenses will grow (due to inflation) and how much your savings will grow (investment returns).

Strategies for Success

Frequently Asked Questions

determining your retirement number depends on your estimated annual expenses and expected lifestyle. A widely accepted guideline is the "Multiply by 25" rule, which suggests you need to save 25 times your expected annual expenses to retire comfortably. For instance, if you anticipate spending $40,000 per year, you would need a nest egg of $1 million ($40,000 x 25). This figure assumes a safe withdrawal rate of 4% annually. However, you should also factor in inflation, healthcare costs, and other potential income sources like Social Security.

The 4% rule is a practical guideline used to determine how much you can safely withdraw from your retirement portfolio each year without running out of money. It states that you can withdraw 4% of your total investment portfolio in the first year of retirement. In subsequent years, you adjust that dollar amount for inflation to maintain your purchasing power. Historical market data suggests that following this rule gives you a very high probability (over 95%) of your savings lasting for at least 30 years.

Sources & References