Calculation & Conversion / Calculators
Retirement Savings Calculator
This calculator answers the two questions a retirement plan actually turns on: how much you will have, and how much you can safely spend. Enter your age, your current savings, what you add each month and the return you expect; it compounds the balance month by month in whole cents up to your retirement age, then converts the result into today's purchasing power so the number means something you can picture. It works out the largest monthly withdrawal that lands exactly on zero at the end of your planning horizon, runs the published 4% rule, Morningstar's base case and Bengen's revised maximum against the same balance, and shows what Social Security covers. Switch to the target mode and it works backwards: enter the income you want and it solves for the balance and the monthly saving it takes to get there.
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Give us your age, what you have saved and what you add each month. We project the balance to your retirement age and work out the income it can support.
Your timeline
18–90. Whole years are enough — the model works in months from here.
32 years of saving to go — that is 384 monthly deposits. Up to 65 years ahead.
How long the money has to last — planned to your 92nd birthday. Life expectancy is an average, so plan past it.
Your money
Across all retirement accounts, in today's dollars. Enter 0 if you are starting from nothing.
Held flat in dollars for the whole run — the cautious choice. Inflation quietly shrinks a flat contribution.
Applied as a true annual rate, not a nominal one divided by twelve. A 60/40 portfolio has historically landed near 7%.
Used to convert future dollars back into today's money, so the answers mean something you can picture.
Today's dollars, from your statement at ssa.gov. Enter 0 to see what the portfolio has to carry on its own.
Sustainable monthly income, in today's money
$4,867.19
That is $10,726 a month in the dollars of your first retirement year, raised with inflation every year after, and it exhausts the account at exactly month 300 — your 92nd birthday.
On a first-year withdrawal rate of 6.54%. The same balance at the 4% rule would pay $2,978.06 a month — the gap between those two numbers is sequence risk, and it is explained below rather than hidden.
Of the $1,968,878 you arrive with, $430,600 (22%) is money you put in and $1,538,278 (78.1%) is growth. Nominal dollars, both.
Balance at 67
$1,968,878
nominal dollars of that year
In today's money
$893,419
what it actually buys, after 32 years of 2.5% inflation
Final year's growth
$58,273
earned in the last year alone — $128,418 nominal, against $419 of deposits
Total income, all in
$7,267
portfolio plus $2,400 of Social Security, which covers 33.0%
What each withdrawal rule actually pays you
Every row starts from the same $893,419 in today's money and then follows its own rule. The first row is your own horizon; the other three are the published rules people cite, run against your numbers.
| Rule | Year-one rate | Per month, today's money | Per month, first retirement year | Lasts |
|---|---|---|---|---|
| Your horizon, exactlyThe most you could take and land on zero at month 300. Assumes smooth returns. | 6.54% | $4,867.19 | $10,726 | Past the horizon |
| 4% rule (Trinity Study, 1998)4% of the balance in year one, then that dollar amount raised by inflation. Built for 30 years. | 4.00% | $2,978.06 | $6,563 | Past the horizon |
| Morningstar base case (3.9%)Forward-looking model, 30-year horizon, 90% success rate, 30–50% equities. | 3.90% | $2,903.61 | $6,399 | Past the horizon |
| Bengen’s revised max (4.7%)The 4% rule’s author, updated in 2025 across seven asset classes. | 4.70% | $3,499.22 | $7,711 | Past the horizon |
"Past the horizon" means the money outlasts your 25-year plan — it does not mean it lasts forever. A rule that clears your horizon comfortably is a sign your horizon is short relative to the rate, not a sign you can raise your spending.
Balance over time, in today's money
30 points · age 35 → 92
Everything is deflated to today's purchasing power, so the hump is real growth rather than inflation. The rising side is the saving years; the falling side is the plan spending the account down on purpose.
What changes this answer
$1,968,878 at 67 is $893,419 in today’s money
At 2.5% inflation your balance loses 55% of its purchasing power over the next 32 years. A $1,968,878 account sounds like generational wealth; $893,419 is what it actually buys. Every figure on this page that matters — the monthly income, the Social Security comparison — is stated in today’s money for exactly this reason. If you budget in future dollars, you will overspend.
Your 6.5% is 63% above the 4% rule — that gap is risk, not free money
The sustainable figure assumes your 7% arrives smoothly every single year for 57 years. It never does. The 4% rule is deliberately lower ($2,978.06 a month) because it was built to survive a bad first decade: if the market halves in year two of retirement, a fixed dollar withdrawal is suddenly taking twice as much of what is left, and the sequence — not the average — is what decides whether you run out. Treat $2,978.06 as the plan and the higher number as the ceiling you can spend into when markets have been kind.
Your Social Security figure is a promise, not a contract
The $2,400 a month ($28,800 a year) here is today’s scheduled benefit. The 2025 Trustees Report projects the OASI trust fund runs out of reserves in 2033, after which continuing tax revenue covers about 77% of scheduled benefits — on the combined fund, 81% after 2034. Congress has never let a payment be missed and can change the formula, so this is a policy risk rather than a mathematical one. But it points one way: if 77% is what arrives, $552 of your monthly income has to come from somewhere else. The benefit is also an estimate based on your 35 highest earning years — check your actual figure at ssa.gov rather than guessing, and note that claiming at 62 instead of 70 cuts it by roughly 30% for life.
A 1% annual fee costs $186,963 of today’s money
Every figure here is gross of fees. Run the same plan at 6.0% instead of 7% and the balance lands at $706,456 in today’s money rather than $893,419 — $186,963 handed over, which is 21% of the pot. A 1% expense ratio is not unusual in a fund menu. Index funds in the same category often charge 0.03%–0.10%. This is the single most controllable line in the entire model.
The balance is pre-tax, and withdrawals are ordinary income
Money in a traditional 401(k) or IRA has never been taxed, so every withdrawal is taxed as ordinary income — not at capital-gains rates. If your plan is to pull $2,978.06 a month from a pre-tax account, budget the tax out of it. Roth balances are the other way round: taxed on the way in, free on the way out, and they do not carry required minimum distributions. The mix you hold at retirement matters as much as the total.
Your $900 a month is held flat for 32 years
The model keeps the contribution at a fixed dollar amount, which is the cautious choice — most people raise it as their pay rises. In real terms a flat contribution shrinks: your final deposit buys what $418.60 buys today. Raising the amount by the inflation rate each year would produce a materially larger balance, and a raise you save before you ever see it is the version you will not undo.
This plan runs out on your 92nd birthday, on purpose
The account is still not empty after 25 years at this withdrawal rate. That makes 92 the plan’s largest single assumption, and it is not one you get to observe in advance. Life expectancy is an average, not a deadline — roughly half of people outlive it, and a married couple only needs one of them to. Healthy 65-year-olds who plan to 92 are planning for the middle of the distribution. Add five years to the horizon and the monthly figure drops noticeably; that drop is the price of the insurance.
Real spending does not stay flat, and it does not fall evenly
Holding one inflation-adjusted number for 25 years is the assumption that makes this arithmetic tractable, and research on actual retiree behaviour suggests it is conservative on average: real spending tends to drift down through the middle of retirement before health costs push it back up, and households in the top third of the wealth distribution often spend far less than they could. The same research says something less comfortable about the first decade — the go-go years are the expensive ones, and they also happen to be the years when a market decline does the most damage to a withdrawal plan.
How this is calculated
- Monthly return
- (1 + 7.0%)^(1/12) − 1 — a true annual rate, not APR ÷ 12
- Saving years
- month by month in whole cents: balance = balance × monthly factor + deposit
- Drawdown
- real return = 4.3902% — the return net of inflation
- Sustainable withdrawal
- the largest whole-cent amount that still reaches exactly $0 at month 300
- Assumptions
- smooth returns, flat contributions, no fees or taxes, one spending level
The 4% figure comes from the Trinity Study (Cooley, Hubbard & Walz, 1998, AAII Journal 10(3), 16–21), which put a 30-year success rate at 95–100% for a 50/50 or 75/25 stock-bond portfolio and falling to 83% at 5% and 68% at 6%. Morningstar's forward-looking base case has moved 3.3% (2022) → 3.8% (2023) → 4.0% (2024) → 3.7% (2025) → 3.9% (2026), and drops to roughly 3.5% over 35 years. William Bengen, who wrote the 4% rule, revised his own maximum to 4.7% in 2025 across seven asset classes. Social Security replacement rates (79.5% / 57.9% / 43.0% / 35.5% / 28.2% by earnings quintile) come from SSA Actuarial Note 2024-9. Every figure on this page is computed in whole cents and can be checked by hand.
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How to use
- 1
Set your age and how long the money has to last
Current age and retirement age determine how many monthly deposits you have left; the retirement span determines the drawdown. The default 25 years carries a 67-year-old to age 92, which is deliberately past average life expectancy. Planning to the average is a plan that fails about half the time, and a married couple only needs one of them to outlive it.
- 2
Enter what you have and what you add
Count every account you intend to spend: 401(k), IRA, Roth and taxable investments. For the monthly figure, use what actually leaves your paycheck today rather than an amount you mean to raise later. The IRS allows $24,500 of employee deferrals in 2026, or $32,500 with the over-50 catch-up, so a realistic ceiling is much higher than most people use.
- 3
Choose a return and an inflation assumption you can defend
A 60/40 stock-bond portfolio has historically returned near 7% nominal, and inflation has averaged 2.5% to 3% since 1990. This page applies your return as a true annual rate, not a nominal APR divided by twelve, then converts it into a real return against inflation - so the two fields have to be chosen together. 7% against 2.5% is a 4.39% real return, not 4.5%.
- 4
Add Social Security, or switch to how much do I need
Your benefit estimate at ssa.gov is already in today's dollars, which is the unit this page uses - the average paid benefit was about $2,071 a month at the end of 2025. Then flip the mode to work backwards: enter the income you actually want and the calculator solves for the balance it requires and the monthly saving that gets you there.
- 5
Read the withdrawal table and the notes before believing the headline
Four rules run against the same balance - your own horizon, the 4% rule, Morningstar's base case and Bengen's revised maximum. If your sustainable figure sits well above 4%, the gap is sequence risk rather than spare money. The notes cover inflation, fees, taxes, Social Security funding, and the fact that the whole plan is calibrated to end on a birthday that has not happened yet.
Key facts
- FormulaDuring the saving years, each month: balance = balance x (1 + return)^(1/12) + deposit, computed in whole cents, so the final balance equals deposits plus growth exactly. During retirement the model collapses return and inflation into one real rate - (1 + return) / (1 + inflation) - 1 - and runs the drawdown in today's purchasing power. The sustainable withdrawal is the largest whole-cent monthly amount that still reaches exactly $0 on the last month of the horizon.Source:This page's model; the real-return form of the withdrawal arithmetic follows Cooley, Hubbard & Walz, AAII Journal 10(3), 1998
- Benchmark ratesA 60/40 stock-bond portfolio has historically returned about 7% nominal, and inflation has averaged 2.5%-3% since 1990 against a Federal Reserve target of 2%. Safe first-year withdrawal rates for a 30-year horizon have been estimated at 4.0% (Trinity Study, 1998), 3.9% (Morningstar's 2026 base case) and 4.7% (Bengen, 2025). Morningstar's figure falls to about 3.5% over a 35-year horizon.Source:Morningstar State of Retirement Income 2026; Bengen, A Richer Retirement, 2025; Cooley, Hubbard & Walz, 1998
- Social Security replacement ratesScheduled replacement rates at full retirement age fall from 79.5% of career-average earnings for the lowest earnings quintile to 57.9%, 43.0%, 35.5% and 28.2% for the highest. The average retirement benefit actually paid was about $2,071 a month at the end of 2025. The 2025 Trustees Report projects OASI reserves running out in 2033, after which tax revenue covers about 77% of scheduled benefits.Source:SSA Actuarial Note 2024-9; SSA Office of the Chief Actuary, December 2025; 2025 OASDI Trustees Report
- Cost of the keywordRetirement and 401(k) terms sit among the most commercially valuable in personal finance, with banking and finance verticals earning roughly $15-$50 per thousand pageviews and retirement-planning clicks bidding well above general-interest rates.Source:Published finance-vertical RPM and CPC ranges, 2025
How this calculator works
The accumulation phase compounds month by month in whole cents: each month the balance grows by the monthly equivalent of your expected annual return, then your contribution is added. The withdrawal phase converts the resulting balance into a first-year income using the withdrawal rate you set, and grows that income with your inflation assumption. A real-terms view discounts the nominal result by the same inflation figure, so the headline number can be read in today's purchasing power.
Returns are assumed to arrive smoothly every month, and real markets do not behave that way. A poor sequence of returns early in retirement can exhaust a portfolio that the same average return would have sustained, and no sequence-of-returns risk is modelled here. No tax is applied to growth or to withdrawals, no Social Security benefit is projected, and the withdrawal rate is a rule you choose rather than an amount the model can promise.
Sources and standards
Disclaimer
This is an educational calculator, not financial advice. The result is an arithmetic projection of the figures you enter: it does not know your full circumstances, the terms of a specific offer, or the tax and regulatory rules that apply where you live. Confirm any figure against the terms of the product itself, or with a licensed professional, before acting on it.
Last reviewed:
Frequently asked questions
Is the 4% rule still valid?
The 4% rule comes from the Trinity Study (Cooley, Hubbard and Walz, 1998, AAII Journal 10(3), 16-21), which tested rolling 30-year periods from 1926 onward and found that a 50/50 or 75/25 stock-bond portfolio survived a 4% first-year withdrawal, raised with inflation every year, in 95% to 100% of the periods. At 5% the success rate fell to 83%, and at 6% to 68%. What the rule was never meant to be is a forecast for your retirement: it is close to the worst case of a century of US returns, and it assumes a 30-year horizon and a spending level that never changes. Three updates are worth knowing. Morningstar's forward-looking base case for a 30-year horizon at a 90% success rate has landed at 3.3% (2022), 3.8% (2023), 4.0% (2024), 3.7% (2025) and 3.9% (2026), and falls to roughly 3.5% when the horizon stretches to 35 years. William Bengen, whose 1994 research produced the 4% figure in the first place, revised his own maximum safe rate up to 4.7% in 2025 across seven asset classes. And for a horizon longer than 30 years the arithmetic gets tighter, which is exactly what this page models. So the honest answer: as a planning starting point it still holds up, and for a 30-year retirement it is more likely to be slightly conservative than slightly reckless. The number that matters more than 4% is your horizon, and the assumption worth questioning is that anyone spends a flat inflation-adjusted amount for thirty years running.
How do I account for inflation?
There are two ways, and this page deliberately uses the second. The first is to project everything in nominal dollars and raise your spending each year, which is literally what the 4% rule specifies and what makes the number on a statement grow. The second is to deflate everything back into today's purchasing power, which is what every figure on this page shows by default: at 2.5% inflation a balance loses roughly half its buying power over 28 years, so $1.9 million in the year you retire buys what $890,000 buys today. The mechanics are a real return. The model takes your nominal return and your inflation assumption and collapses them into a single real rate - 7% nominal against 2.5% inflation is 4.39% real, not 4.5%, because the two compound against each other - and then runs the entire drawdown in today's money. That choice is what makes the output comparable to the 4% rule, which is itself defined in real terms: 4% of the starting balance in year one, then that same dollar amount raised by inflation every year after. The practical trap runs the other way. If you decide you need $6,000 a month and then apply four decades of inflation to that figure, you will spend years planning for a lifestyle roughly twice as expensive as the one you actually want.
How much will Social Security cover?
Less than most people assume, and it varies enormously with earnings. SSA's scheduled replacement rates for a worker retiring at full retirement age are about 79.5% of career-average earnings for the lowest quintile of earners, 57.9% for the second, 43.0% for the middle, 35.5% for the fourth and 28.2% for the highest (SSA Actuarial Note 2024-9). The average retirement benefit actually paid was about $2,071 a month at the end of 2025. Two caveats change the picture. The scheduled benefit is not the same as the benefit that will be paid: the 2025 Trustees Report projects that the OASI trust fund runs out of reserves in 2033, after which continuing tax revenue covers roughly 77% of scheduled benefits, or 81% on the combined fund after 2034. Congress has never allowed a payment to be missed, so treat that as policy risk rather than arithmetic - but it points one way, and if 77% is what arrives then the missing 23% has to come from somewhere else. Second, claiming age is the single largest lever you control: claiming at 62 instead of 70 cuts the benefit by roughly 30% for life, while delaying from 67 to 70 raises it by about 24% on top of inflation adjustments. The useful exercise is to put your own estimate from ssa.gov into the Social Security field, in today's dollars, and look at the share of your retirement income it covers - for a medium earner it is usually the largest single piece, larger than the portfolio supplies in most plans.
How much should I have saved by my age?
Benchmarks are a poor substitute for a plan, but they are a useful sanity check, and the gap between the average and the median is the most informative number in them. Vanguard's How America Saves 2026 report put the average 401(k) balance across all participants at $167,970 at the end of 2025, against a median of just $44,115 - a 3.8x difference that tells you how heavily high earners pull the average up. By age group the averages run $50,261 with an $18,732 median at 25-34, $120,742 and $46,919 at 35-44, $214,991 and $78,730 at 45-54, and $305,006 and $107,269 at 55-64. Compete with the median, not the average. Fidelity's data on continuous savers makes the more useful point: participants who had saved for 15 consecutive years averaged $648,800, against $67,600 for those with five years of continuous saving - and the savings rate was similar in both groups. The gap is time, and time is the one input in this calculator you cannot buy back. That is also why the answer to 'how much do I need' is so sensitive to the retirement age at the top of this page: moving it five years earlier does more damage than a five-point cut in your assumed return.
How much can I put into a 401(k) or an IRA in 2026?
The IRS limits announced in November 2025 (Notice 2025-67) allow $24,500 of employee deferrals into a 401(k), 403(b), governmental 457 plan or the federal Thrift Savings Plan in 2026, up from $23,500. At 50 or over you can add an $8,000 catch-up contribution for a $32,500 total, and anyone aged 60 to 63 gets a higher catch-up of $11,250 instead - $35,750 in total, if the plan offers it. Employer contributions sit outside that deferral limit, under a combined cap of $72,000 per plan per year. IRAs are a separate bucket: $7,500 in 2026, plus $1,100 of catch-up at 50 and over. Two changes take effect for 2026. Catch-up contributions must be made into a Roth account if your prior-year FICA wages were $150,000 or more. And the Roth IRA income phase-out moved to $153,000-$168,000 for single filers and $242,000-$252,000 for married couples filing jointly. For scale: $24,500 a year is about $2,042 a month, which is more than twice the $900 this calculator opens with - and if your employer matches, that match is the only part of any retirement projection that is a guaranteed return.
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