Retirement Calculator
Answer four retirement questions on one form: how much you need, how to save it, what you could withdraw, and how long your money would last.
Example
This is a sample result, not your calculation. Enter your own values to replace it.
Choose what you want to work out, fill in the fields, then calculate.
You will need
Your plan covers — of what you need.
Your current plan already covers what you need.
Monthly income after retirement
| Plan | Actual amount | Today's money |
|---|---|---|
| If you save what you will have | — | — |
| If you save what you need | — | — |
How can you save it?
- Save per month
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- Save per year
- —
- Or save this much of your income
- —
Balance by age
- Save per month
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- Save per year
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- Your savings alone grow to
- —
- Left to save
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- Years to retirement
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- Monthly withdrawal
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- In today's money
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- Yearly withdrawal
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- Savings at retirement
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- Years it must cover
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Balance by age
- Your money lasts
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- In months
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- Total withdrawn
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The return on the remaining balance covers each withdrawal, so the balance holds and is not projected to fall to zero.
The balance is still falling after 100 years, so it does run out eventually — beyond any horizon worth planning to. Projections stop at 100 years.
Projections assume a steady return and steady inflation, contributions credited yearly, and withdrawals taken monthly and rising with inflation. Real markets vary; this is an estimate for planning, not advice. Amounts are in US dollars (USD).
Check your entries
Reading the result
The headline is the pot your plan requires at retirement. Underneath, the bar compares it against what your current saving actually reaches, and the percentage is how far that gets you. The table then turns both pots into a monthly income — once in the dollars of the day, and once in today's money so you can weigh it against what things cost now.
If there is a gap, the result says what closing it would take three ways: a fixed amount every month, a fixed amount every year, or a percentage of your income that rises as your income does. They are three routes to the same pot, not three separate asks.
The balance by age chart plots both plans year by year — rising while you save, peaking at retirement and drawn down to nothing at life expectancy. The gap between the two curves is the gap you are trying to close.
The assumptions, and their limits
Every projection here assumes a steady investment return and steady inflation, contributions credited once a year, and withdrawals taken monthly and rising with inflation. Real markets do none of that: returns arrive unevenly, and a bad decade early in retirement does far more damage than the same decade later.
So treat the figures as a direction rather than a promise. The useful questions are the comparative ones — does saving two percent more close the gap, does working two more years, does a lower target income — and those hold up much better than any single number does.
How to use this calculator
- Enter your current age and target retirement age — the gap is your years to save.
- Add your current savings and the monthly contribution you make (include any employer match).
- Set an expected annual return and the withdrawal rate you plan to draw in retirement.
- Read the projected nest egg and the yearly and monthly income it could support.
How the projection works
The calculator runs in two stages. First it accumulates: your current savings and every monthly contribution compound at your expected return until your retirement age, compounding monthly. Then it turns that balance into income by applying your withdrawal rate — the share of the nest egg you draw in the first year. A lower rate is more conservative and more likely to last through a long retirement.
The formula
The nest egg is the future value of your starting balance plus the future value of your monthly contributions:
Nest egg = P(1 + i)n + C · ((1 + i)n − 1) / i
- P — your current savings
- C — your monthly contribution
- i — the monthly return (annual return ÷ 12)
- n — months until retirement (years × 12)
The estimated income is then nest egg × withdrawal rate, divided by 12 for the monthly figure.
A worked example
Suppose you are 30, aiming to retire at 65 (35 years), with $20,000 saved and $500 a month going in at a 7% return. The projection grows to a nest egg of about $1,130,650. You contributed $210,000 over those years and started with $20,000, so roughly $900,650 of the total is compounding growth.
Applying a 4% withdrawal rate gives about $45,226 a year, or roughly $3,769 a month, in first-year retirement income — before taxes, Social Security or any pension.
The 4% rule and how much you need
The 4% rule is a rule of thumb: withdraw about 4% of your savings in the first year, adjust for inflation thereafter, and the money has historically had a good chance of lasting 30 years. Turned around, it implies a target of roughly 25 times your desired annual spending — to draw $40,000 a year, about $1,000,000 saved. The withdrawal rate you choose changes the income sharply:
| Withdrawal rate | Annual income | Monthly income |
|---|---|---|
| 3% (conservative) | $33,920 | $2,827 |
| 4% (classic) | $45,226 | $3,769 |
| 5% (aggressive) | $56,533 | $4,711 |
Figures use the $1,130,650 nest egg above. A higher rate pays more now but raises the risk of outliving your savings, especially if a market downturn hits early in retirement.
Nominal versus real returns
The projection uses a nominal return, so the nest egg is stated in future dollars that will buy less than today's. To think in today's money, enter a lower real return — your expected return minus inflation, often around 4–5%. That produces a more sober figure but one that reflects actual buying power at retirement.
How much should you contribute?
A common guideline is to save 10–15% of income for retirement, including any employer match — which is effectively free money and worth capturing in full first. Because contributions compound for decades, starting even a few years earlier can matter more than contributing more later. Nudge the monthly contribution up and down to see how much each change moves the nest egg.
Limitations
- It assumes a constant return every year; real markets fluctuate, and a bad early stretch (sequence-of-returns risk) can hurt a portfolio you are drawing down.
- It does not model taxes, Social Security, pensions or required minimum distributions.
- Withdrawal-rate rules are guidelines, not guarantees — your safe rate depends on your horizon, asset mix and spending flexibility.
To explore the underlying growth, use the compound interest calculator; to translate a nominal projection into today's dollars, try the investment calculator. This is a simplified projection for planning and education, not financial advice — consider speaking with a qualified financial planner.
Read more
- Investing for Beginners: Make Your Money Grow A plain-English starter guide to investing — why compounding matters, how to think about risk, what to actually invest in, and how to begin with any budget.
- Compound Interest: How Your Money Grows Understand compound interest in plain English — how it works, why time matters more than timing, and how regular contributions turn small savings into large balances.
Frequently asked questions
How much will I have saved by retirement?
The calculator grows your current savings plus monthly contributions at your expected return until your retirement age, compounding monthly, to project your nest egg.
What is the 4% rule?
The 4% rule is a rule of thumb suggesting you can withdraw about 4% of your retirement savings in the first year (adjusting for inflation thereafter) with a good chance the money lasts 30 years. This calculator uses your chosen withdrawal rate to estimate income.
Does this account for inflation?
The projection uses a nominal return. To think in today’s dollars, use a lower "real" return (your expected return minus inflation, often around 4–5%).
How much should I contribute?
A common guideline is to save 10–15% of income for retirement, including any employer match. Adjust the monthly contribution to see how it changes your projected nest egg and income.
How much money do I need to retire?
A common rule of thumb, drawn from the 4% rule, is roughly 25 times your desired annual retirement spending. To draw $40,000 a year, that points to about $1,000,000 saved. It is a starting estimate, not a guarantee — Social Security, a pension or a paid-off home change the number.
What do the four questions do?
They are the four ways people usually come at retirement, and they share the fields they have in common so you only type your age once. "How much do you need" works out the pot your target income requires and whether your current saving reaches it. "How can you save" starts from a pot you already have in mind. "How much can you withdraw" turns a savings plan into a monthly income. "How long can your money last" takes a pot and a withdrawal and tells you when it runs out.
How is the income a pot supports worked out?
By the present value of the withdrawals it has to fund. Withdrawals are taken at the start of each month, rise with inflation so their buying power holds, and the remaining balance keeps earning the investment return until life expectancy. The same figure links a pot to an income in both directions, so "what you need" and "what you would draw" are always consistent with each other.
Why is the income shown twice?
Because a dollar in thirty years is not a dollar today. The actual amount is what would land in your account on the day; today's money is that amount discounted back at your inflation rate, so you can judge it against what things cost now. Planning on the actual amount alone is the most common way to overestimate how comfortable a retirement will be.
What is the full retirement age?
For US Social Security, full retirement age is 67 for anyone born in 1960 or later (66–67 for those born earlier). You can claim reduced benefits as early as 62, or larger benefits by delaying up to age 70.
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About this calculator
Method reviewed for accuracy on August 9, 2026
Built on transparent, unit-tested formulas that run entirely in your browser — see how we build our calculators.
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