MintNumber

№ 034 · Retirement cluster

Retirement Withdrawal Calculator

The other half of retirement math: not how to build the pile, but how long it lasts once you start spending it. Set your nest egg and your withdrawal — as a rate or a dollar figure — and watch the balance draw down year by year until it runs dry, or learns to outlast you.

Decumulation · the 4% rule

Still building toward the number? Find it with the Retirement / FIRE Calculator, check whether today’s investments already coast there with Coast FIRE, or see the IRS-mandated withdrawals after 73 in the RMD Calculator.

Your nest egg01
$
Your withdrawal02
%
Assumptions03
%
%
Your savings last

47 years 10 mo

drawing $40,000.00/yr to start (4.00% of the balance), rising 2%/yr

Depletes around year 48$3,156,478.07 withdrawn in total
Lasts47 yr 10 mo
First-year withdrawal$40,000.00/yr
Total withdrawn$3,156,478.07
Withdrawal by the end$101,453.74/yr
Loan balance over time
  • Balance remaining
Loan balance over time
Start$1,000,000.00
Year 5.0$1,046,680.55
Year 10.0$1,082,361.02
Year 15.0$1,101,515.06
Year 20.0$1,096,830.63
Year 25.0$1,058,689.68
Year 30.0$974,501.32
Year 35.0$827,847.61
Year 40.0$597,389.98
Year 45.0$255,469.68
Year 48.0$0.00

Each year the balance grows 5%, then you take out the withdrawal — which the 2% cost-of-living adjustment lifts from $40,000.00 to about $101,453.74 by the end. That rising draw is what eventually drains it. Constant returns are assumed; real markets vary, and the order of returns matters (sequence-of-returns risk).

Year by year
Each year’s withdrawal, the growth credited before it, and the balance left — sampled across the drawdown.
YearWithdrawalGrowthEnd balance
1$40,000.00$50,000.00$1,010,000.00
3$41,616.00$50,985.00$1,029,069.00
5$43,297.29$51,903.71$1,046,680.55
7$45,046.50$52,742.57$1,062,547.42
9$46,866.38$53,486.37$1,076,347.35
11$48,759.78$54,118.05$1,087,719.29
13$50,729.67$54,618.51$1,096,259.13
15$52,779.15$54,966.39$1,101,515.06
17$54,911.43$55,137.80$1,102,982.45
19$57,129.85$55,106.10$1,100,098.16
21$59,437.90$54,841.53$1,092,234.26
23$61,839.19$54,310.97$1,078,691.10
25$64,337.49$53,477.48$1,058,689.68
27$66,936.72$52,300.00$1,031,363.19
29$69,640.97$50,732.79$995,747.72
31$72,454.46$48,725.07$950,771.92
33$75,381.62$46,220.35$895,245.69
35$78,427.04$43,155.94$827,847.61
37$81,595.49$39,462.22$747,111.14
39$84,891.95$35,061.96$651,409.31
41$88,321.59$29,869.50$538,937.89
43$91,889.78$23,789.84$407,696.83
45$95,602.13$16,717.70$255,469.68
47$99,464.45$8,536.45$79,800.99
48$83,791.04$3,990.05$0.00
How it works · methodology

The math, in the open.

each year:
  balance = balance × (1 + return ÷ 100) − withdrawal_this_year
  withdrawal_next_year = withdrawal_this_year × (1 + inflation ÷ 100)

starts from: withdrawal_year_1 = nest egg × rate ÷ 100   (or a dollar amount)
ends when:   balance reaches $0  →  that's how long it lasts
             (or survives 100 years → lasts indefinitely)
A constant-return drawdown. The portfolio earns its return each year, then the withdrawal is taken; the withdrawal itself rises with inflation, so it eventually overtakes the growth and the balance empties.
Starting portfolio balance at retirement
Year-one withdrawal as a % of the nest egg (4% rule)
Expected annual portfolio return
Cost-of-living adjustment — raises the withdrawal each year

Assumptions & limits

  • A single constant annual return is applied every year; real markets vary, and the order of returns matters (sequence-of-returns risk is not modeled).
  • The year-one withdrawal grows by the inflation rate every year to keep spending power constant.
  • No taxes, fees, Social Security, pensions, or other income are included — those usually make savings last longer.
  • Surviving the 100-year horizon is reported as lasting indefinitely. A planning estimate, not a guarantee or financial advice.

Sources

By the MintNumber Editorial Team·Reviewed
Frequently asked

Questions about drawing down savings

How long will my retirement savings last?
It depends on four things: how big your nest egg is, how much you withdraw, how that withdrawal grows with inflation, and what your portfolio earns. This calculator runs the year-by-year arithmetic: each year your balance earns its return, then you take out that year’s withdrawal, which a cost-of-living adjustment lifts a little each year. When the rising withdrawal finally outpaces the growth, the balance falls to zero — and that year is your answer. A 4% starting withdrawal on a portfolio earning ~5% real often stretches past 40 years; push the withdrawal to 6% and it can empty in roughly 20.
What is the 4% rule, and is it safe?
The 4% rule comes from William Bengen’s 1994 research and the Trinity study: historically, retirees who withdrew 4% of their portfolio in year one and raised that dollar amount with inflation each year rarely ran out of money over a 30-year retirement. It’s a useful rule of thumb, not a guarantee. Critics point out it was calibrated to 30-year horizons and specific U.S. market history; early retirees planning for 40–50 years, or anyone retiring into a poor decade of returns, may want a more conservative 3–3.5% starting rate.
What is sequence-of-returns risk?
It’s the danger that a string of bad returns early in retirement does far more damage than the same returns later — because you’re selling assets to fund withdrawals while prices are down, locking in losses you can’t recover from. Two retirees with identical average returns can have wildly different outcomes depending on the order those returns arrive. This calculator uses a single constant return, so it cannot show that risk; treat the result as the smooth-average case and build in a margin of safety.
Why does the withdrawal grow every year?
To keep your spending power steady. If you withdraw a flat $40,000 every year, inflation quietly erodes what it buys — $40,000 two decades in might feel like $25,000 today. The cost-of-living adjustment (COLA) raises your dollar withdrawal by the inflation rate each year so your real lifestyle holds constant. The trade-off is that a rising withdrawal drains the portfolio faster than a flat one, which is exactly why a higher inflation assumption shortens how long the money lasts.
Does this account for taxes, Social Security, or a pension?
No — it models a single investment portfolio drawn down on its own. Real retirement income usually stacks several sources: Social Security, a possible pension, and taxable withdrawals all interact, and taxes take a bite from traditional-account withdrawals. Those generally make your portfolio last longer than this shows, because outside income covers part of your spending. Use this for the core intuition of how a balance depletes, then layer in your other income separately.
How is this different from the retirement / FIRE calculator?
They’re mirror images. The retirement / FIRE calculator is about accumulation — given what you save, when do you reach your number? This one is about decumulation — given the number you’ve already got, how long does it last while you spend it down? Coast FIRE sits in between: whether what you’ve invested today will grow to your number by retirement with no further saving.