Retirement Savings Calculator
Estimate how your current savings and monthly contributions could grow by retirement — and what that amount is actually worth once inflation is factored in.
Inputs
How old you are today.
The age at which you plan to stop working and start drawing on savings.
The amount you've already set aside for retirement.
The amount you plan to add to your retirement savings each month.
Your assumed average yearly investment return, before taxes and fees. This is a guess about the future, not a guarantee.
How much prices are assumed to rise each year on average, used to convert your future balance into today's purchasing power.
Result
- Balance at retirement (nominal)
- 874,826
- Value in today's purchasing power
- 368,626
- Total contributed
- 230,000
- Investment growth
- 644,826
- Years until retirement
- 35years
20,000 × (1 + 0.005000)^420 + 500 × ((1 + 0.005000)^420 − 1) / 0.005000 = 874,826
How it works
This calculator estimates what your retirement savings could grow to by combining a starting balance with monthly contributions, then compounding that combination at an assumed annual return. Each month, the running balance earns a share of the annual rate you enter, and any interest already earned starts earning its own interest going forward. On top of that, whatever you add every month keeps entering the account at today's dollar value while everything already inside keeps compounding. The result is a single number: your estimated balance on the day you reach your target retirement age — before you've spent a single dollar of it.
The single most expensive mistake in retirement planning is looking at that final number and thinking it reflects what your money can buy. It doesn't. Prices rise every year, so a dollar thirty years from now buys less than a dollar today. If your investments grow at 7% a year while prices rise at 3% a year, a balance that looks like $1,000,000 in thirty years is only worth roughly $412,000 in today's purchasing power — even though not a cent of it was spent or lost. That's why this calculator shows two numbers side by side: the nominal balance you'll actually see on a statement, and the real value once your assumed inflation rate is divided out. Planning around the nominal number alone is how people end up retiring with what looks like plenty and turns out to be considerably less.
Time in the market does more heavy lifting than the rate of return, because compounding is exponential rather than linear. Consider two people who both plan to retire with the same monthly contribution: one starts at 25, the other at 35. Even though the second person contributes for ten fewer years, most people assume the gap is modest — in reality, the first decade of contributions the early starter makes has three or four extra decades to compound, so they can end up with a meaningfully larger balance despite contributing far less money out of pocket over their lifetime. A decade is often the single most valuable input into this calculator, more valuable than a percentage point or two of return.
Because the monthly contribution keeps entering the calculation at every remaining compounding period, even a modest increase can matter enormously over a multi-decade horizon. Raising a monthly contribution by a relatively small amount, sustained for thirty years at a moderate return, can add tens of thousands of dollars to the final balance — often far more than the extra dollars actually contributed, because each additional dollar also compounds for however many years remain. If you're years away from retirement, small increases to the monthly contribution field are worth experimenting with; they tend to move the final number more than most people expect.
This calculator has real limits worth understanding before you rely on it. It assumes the same annual return every single year, but real markets move up and down — a portfolio might gain 20% one year and lose 15% the next, and a string of bad years right before retirement (sometimes called sequence-of-returns risk) can do far more damage than the same losses spread evenly across decades, even if the long-run average is identical. The tool also ignores taxes, account fees, and expense ratios, all of which reduce what you actually keep. Finally, it stops at the day you retire — it says nothing about how long that balance needs to last, how much you'll spend each year afterward, or how withdrawals should be managed once you stop contributing.
Treat every result here as an educational simulation, not financial advice, a projection of what will happen, or a promise of any specific return. The expected annual return you enter is your own assumption about the future — this calculator doesn't recommend a rate, a product, or an investment strategy, and no real portfolio grows at a perfectly steady rate year after year. Retirement systems like 401(k)s and IRAs in the U.S. have their own rules around contributions and taxes that this general-purpose calculator doesn't model; check the specifics of whatever accounts you actually use.
FormulaA = P(1+r)^n + PMT × ((1+r)^n − 1) / r, where r is the monthly rate (annual return ÷ 12) and n is the number of months until retirement; if r = 0, A = P + PMT × n. Real value = A ÷ (1 + inflation rate)^years.
Frequently asked questions
- Why does the calculator show two different final numbers?
- The nominal value is the actual dollar amount your account is projected to hold on the day you retire, based on your contributions and assumed return. The real value takes that same number and divides out your assumed inflation rate, showing what it would be worth in today's purchasing power. The gap between the two grows the longer your time horizon and the higher your assumed inflation rate. Comparing both numbers, rather than just the larger nominal figure, gives a much more honest picture of what your savings will actually buy.
- Why does starting a decade earlier matter more than a higher return?
- Compounding is exponential, so the earliest contributions have the most time to grow and therefore contribute disproportionately to the final balance. A decade of extra growth time can outweigh a return rate that's a percentage point or two higher, because it multiplies against a much longer stretch of compounding periods. This is why the calculator's years-to-retirement figure often has an outsized effect on results compared to nudging the return assumption up or down. Starting earlier is one of the few levers fully within your control; future market returns are not.
- Is a 6-7% annual return a safe assumption to use?
- There's no universally 'safe' number — it depends entirely on your own investment mix, risk tolerance, and how long your money stays invested. Some people use long-run historical stock market averages as a loose reference point, but past performance never guarantees future results, and any single number you pick is just an assumption, not a forecast. It's worth running the calculator with a few different return assumptions, including a conservative one, to see how sensitive your result is to that input. This calculator doesn't recommend any particular rate or investment product.
- Does this calculator account for taxes on retirement accounts?
- No. Contributions, growth, and withdrawals may all be taxed differently depending on the type of account you use — for example, U.S. accounts like a 401(k) or IRA follow their own rules that differ from a regular taxable brokerage account. This calculator shows a simplified pre-tax growth projection and does not model any country's specific tax treatment. Check the rules for your actual accounts, since taxes can meaningfully change how much of the final balance you keep.
- Why might my actual retirement balance turn out lower than this projection?
- The most common reason is that real investment returns vary year to year instead of following the single steady rate this calculator assumes, and a market downturn in the years right before retirement can be especially damaging even if the long-run average is unaffected. Fees, taxes, and any gaps in contributions — a job change, a financial emergency — also are not reflected here. Treat the output as one educational estimate among many, not a guaranteed outcome.
- Does the calculator tell me how much I need to retire?
- No — it only projects how a given savings and contribution pattern might grow by a target age; it doesn't calculate how much income you'll need after you stop working. Figuring out a target number usually requires estimating your future expenses, other income sources like a pension, and how long the money needs to last, which is beyond what this tool covers. Consider it a starting point for the accumulation phase, not a full retirement plan.
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Last updated: 2026-08-11