Pension vs lump sum calculator

A pension (a life annuity) is a stream of monthly payments for life; a lump sum is a pile of money now. To compare them you need a return, a horizon, and the pension's own increases, if any. This calculator values the pension at the return you expect, finds the return the lump sum would have to earn to be worth the same, and runs the lump sum forward paying the pension's amounts to see when it would be exhausted.

Arithmetic from your own inputs: no statutory data Runs in your browser — nothing you type is sent to this site's servers or to its analytics No sign-up Methodology and data status

Pension worth today at 5.0%
$276,460
Lump sum offered
$300,000
Return the lump sum must earn
4.45%
Lump sum paying the pension runs out
not by 90
How the comparison is built
Payments from 65 through 90: 312 monthly payments$624,000
Discounted to age 60 at 5.0% a year (present value)$276,460
The lump sum is worth more than the pension at that return$23,540
Invest $300,000 at 5.0% and pay yourself the pension: balance at 90$106,824
If you live toPension worth todayReturn the lump sum must earn
75$159,7470.00%
80$208,4301.94%
85$246,5733.54%
90$276,4604.45%
95$299,8775.00%
100$318,2255.35%

Payments are valued to the end of the age you enter, as if you were certain to live that long; a pension also carries the insurer's or plan's credit risk, and a lump sum carries the risk of poor returns and of outliving it. Survivor benefits, taxes and the PBGC guarantee are not modeled. Not advice: a decision this size deserves a fee-only adviser who can see the plan document.

The link keeps your inputs.

How the comparison works

  1. Present value. Every monthly payment from the start age through the end of the horizon age, paid at the end of its month, is discounted back to your age now at the monthly equivalent of the expected return — (1 + r)1/12 − 1, not r ÷ 12. A pension with a cost-of-living increase has each year's payments raised by it on the anniversary of the start; a pension already in payment is valued at its current amount.
  2. Required return. The rate at which the present value equals the lump sum — the return you would have to earn, every year, for the lump sum to buy the same income. If the lump sum is larger than the undiscounted total, no positive return is needed; if it is very small, no plausible return will do.
  3. Lump sum paying the pension. Invest the lump sum at the expected return and withdraw the pension's amount each month: the age at which it runs out, or the balance left at the horizon.

What the number does not capture

This is arithmetic, not advice. For a decision of this size, a fee-only adviser who can read the plan's actuarial assumptions is worth the fee.

Statements on this page and their sources

Each sentence below states a fact the calculator does not compute. It was checked against the document named, most recently on 2026-09-10; the date is when to re-read it.

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