Retirement Calculator

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Editorial Review

Reviewed and maintained by DP Tech Studio

Publisher DP Tech Studio
Last reviewed April 9, 2026

Reviewed for formula accuracy, plain-language explanations, and calculator limitations by DP Tech Studio.

Reference sources

Important: This calculator uses compound interest projections and does not account for inflation, taxes on withdrawals, Social Security income, or investment volatility. Results are illustrative estimates only.

What Does This Retirement Calculator Do?

This tool projects how much money you could accumulate by your target retirement age, given your current savings, monthly contributions, and an assumed average annual investment return. It uses the future value formula for compound interest — the same math that underpins every 401(k) projection illustration.

The goal is not a precise forecast — markets are unpredictable and life changes constantly. The goal is to give you a directional answer to the question everyone asks: "Am I on track?"

The Formula Behind the Numbers

The calculator computes two separate future values and adds them together:

Future Value of Current Savings:
FV₁ = Current Savings × (1 + r)ⁿ

Future Value of Monthly Contributions:
FV₂ = Monthly Contribution × ((1 + r)ⁿ − 1) / r

Total Projected Balance = FV₁ + FV₂

Where:
r = Monthly return rate (Annual rate ÷ 12 ÷ 100)
n = Months until retirement ((Retirement age − Current age) × 12)

Example: Starting at 30, Retiring at 65

Current Age: 30  |  Retirement Age: 65  (35 years)
Current Savings: $15,000
Monthly Contribution: $500
Expected Annual Return: 7%

FV of $15,000 at 7% for 35 years: ≈ $160,000
FV of $500/month at 7% for 35 years: ≈ $933,000
Total Projected Balance:$1,093,000

That result assumes consistent contributions and a steady 7% return, which no investment guarantees. But it illustrates how powerful the combination of time and regular contributions is — a principle financial planners call "the compounding effect."

What Annual Return Should You Use?

This is the question that most retirement calculators dodge. Here are the figures most financial planners reference as long-term historical benchmarks:

  • All-stock portfolio (e.g. S&P 500 index fund): ~7% real return (inflation-adjusted) historically
  • Balanced portfolio (60% stocks / 40% bonds): ~5–6% real return
  • Conservative portfolio (more bonds, cash): ~3–4% real return
  • High-yield savings / CDs only: 4–5.5% nominal (varies, and not inflation-adjusted)

Using 6–7% for a long-term stock-heavy retirement account is a reasonable planning assumption. Run your numbers at both 5% and 8% to see the range.

The 4% Rule: How Much Do You Need to Retire?

Once you know your projected balance, a common planning benchmark is the 4% rule: you can sustainably withdraw 4% of your portfolio annually in retirement without depleting it over a 30-year period. Based on historical market returns, this rule has held up well.

To use it: divide your desired annual retirement income by 0.04. For example:

  • Want $50,000/year → need at least $1,250,000 saved
  • Want $80,000/year → need at least $2,000,000 saved

Compare that target to your projected balance from this calculator, then adjust your monthly contributions to close any gap.

Frequently Asked Questions

No. The calculator shows nominal (not inflation-adjusted) figures. If you use a real return rate like 7% and inflation runs around 2–3%, your purchasing power in today's dollars is lower than the projected number. For a rough inflation-adjusted estimate, use a lower return rate (e.g. 4–5%) and treat the result as approximate buying power in today's dollars.
No. This calculator only projects accumulated savings. Social Security, pension income, part-time work, or rental income in retirement are separate and would reduce how much you need to withdraw from savings each year.
Use an average monthly amount. If you contribute $1,000 some months and $0 in others, enter $500 as a conservative average. The calculator assumes consistent contributions — real life rarely is, so treat the result as a planning range rather than a guarantee.
Dramatically. Compounding over decades magnifies small rate differences into large dollar amounts. On a 35-year horizon with $500/month, the difference between 5% and 8% return is roughly $500,000 in projected balance. This is why asset allocation — how you invest, not just how much — matters so much in long-term retirement planning.
Have questions about this tool? Visit our FAQ page