Skip to content
CornerTools

Retirement Calculator

Check whether your savings last through retirement, how much to save, and how much you can spend, in today's money.

Saving

In today's money

Before inflation

Spending

In today's money

Before inflation

Turns returns into real returns

Your savings last
To age 80
15 years short of age 95
Savings at 65
$ 574,606
Monthly contribution needed
$ 1,628
To last to age 95
Yearly spending supported
$ 21,957
$ 18,043 a year less than your plan
First-year withdrawal rate
6.96%

A first-year withdrawal above 5% of savings is above the roughly 4% that lasted 30 years in every past US period.

In today's money. Contributions at the end of each month; withdrawals at the start of each year.

Savings ($, today's money)RetirementRuns out
0200K400K600K
507090

Year-by-year breakdown

In today's money, by the age each year starts at.

AgeContributions ($)Withdrawals ($)Other income ($)Growth ($)Balance ($)
359,600001,58461,184
369,600001,90972,693
379,600002,24584,538
389,600002,59096,728
399,600002,945109,273
409,600003,310122,183
419,600003,686135,469

Follows your savings from now to retirement and then through it, year by year, in today's money. It shows the age your savings last to, the monthly contribution that would make them last to the age you plan for, and the yearly spending your plan supports. A pension or state pension, such as Social Security or the UK State Pension, can be added from the age it starts.

How it works

Today's money. Every amount is in what money buys now. Returns are entered as ordinary (nominal) yearly returns and turned into real returns by Fisher's relation, not by subtracting inflation: a 6% return with 3% inflation is 2.91% real. Contributions and spending are taken to rise with inflation, so a contribution rise of 0% keeps its buying power, and a rise above 0% grows it in real terms.

Timing. Contributions land at the end of each month. In retirement, each year's spending less any pension is withdrawn at the start of the year, as the 4% rule assumes. A pension that rises with inflation keeps its value; a fixed one pays the same amount every year, so in today's money it is worth less each year from now.

The solves. The monthly contribution needed is the smallest that pays every withdrawal up to the plan-to age, rounded up to the whole unit; the spending supported is the largest that savings and pensions together pay, rounded down. When pensions cover all spending, or spending is within what the savings earn in real terms each year, they never run out, and the result says they last indefinitely.

Real return = (1 + return) ÷ (1 + inflation) − 1
Monthly real return = (1 + real return)^(1/12) − 1
Balance next year = (balance − (spending − pension)) × (1 + real return)

Examples

Age 35, saving 800 a month

With $ 50,000 saved, a 6% return before retirement and 4% after, at 3% inflation, savings reach $ 574,606 at 65 in today's money. Spending $ 40,000 a year, they last to age 80. Saving $ 1,628 a month instead would last to 95, or the plan supports $ 21,957 a year.

Already retired with 1,000,000

At 65, spending $ 40,000 a year at a 4% return and 3% inflation, a first-year withdrawal rate of 4.00%, the money lasts to age 93. To last to 95, spending can be $ 38,212 a year.

Adding a 20,000 pension at 67

The first example with a pension of $ 20,000 a year from 67 that rises with inflation. Savings then cover only the $ 20,000 the pension does not, from 67 on, and last past age 95, with $ 15,244 left.

Withdrawal rates

Bengen (1994). Using US returns from 1926, a first-year withdrawal of 4% of the portfolio, raised each year with inflation, never ran out in under 33 years for a portfolio of 50% common stocks and 50% intermediate-term Treasuries, and 3.5% or less lasted at least 50 years in every period. This is the origin of the 4% rule. The calculator shows your first-year rate beside it, and a caution above 5%.

Morningstar (December 2025). Looking forward rather than back, Morningstar estimates 3.9% as the highest safe starting rate for a 90% chance of money lasting 30 years, with 30% to 50% in equities. It revises the figure each year.

Sources

Reviewed

Frequently asked questions

Withdraw 4% of your savings in the first year of retirement, then the same amount raised with inflation each year. It comes from US history over 30-year retirements; it is not a promise. Longer retirements, lower future returns or a different mix of investments can need a lower rate, and spending less after a bad year makes money last longer.
A sum in 30 years means little until it is put in today's prices: 1,000,000 then buys what about $ 411,987 buys now at 3% inflation. Working in today's money keeps every figure on one footing, so spending can be entered as what you spend now.
The calculator uses one steady return, so its answer is exact and easy to check, and a lower return shows what a weak market does. A Monte Carlo run draws thousands of random return paths and gives a probability; its answer depends on assumptions about returns that are no more certain than a single rate.

See also