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Annuity Calculator

Find the regular income a lump sum can pay, what regular payments will grow to, or what a stream of future payments is worth today.

Free, no sign-upPrivate — runs in your browserUpdated October 2026
Live
Calculate
$
%
years
Payments at
Payout per month
$1,979.87
For 20 years, then the money is used up
Total payouts
$475,168
Interest earned
$175,168
Yearly income
$23,758
  • Remaining balance
$0$100K$200K$300KStartY2Y4Y6Y8Y10Y12Y14Y16Y18Y20Start · Remaining balance: $300,000Y1 · Remaining balance: $291,038Y2 · Remaining balance: $281,618Y3 · Remaining balance: $271,715Y4 · Remaining balance: $261,306Y5 · Remaining balance: $250,365Y6 · Remaining balance: $238,863Y7 · Remaining balance: $226,773Y8 · Remaining balance: $214,065Y9 · Remaining balance: $200,707Y10 · Remaining balance: $186,665Y11 · Remaining balance: $171,904Y12 · Remaining balance: $156,389Y13 · Remaining balance: $140,079Y14 · Remaining balance: $122,935Y15 · Remaining balance: $104,915Y16 · Remaining balance: $85,972Y17 · Remaining balance: $66,060Y18 · Remaining balance: $45,129Y19 · Remaining balance: $23,127Y20 · Remaining balance: $0.00
Step-by-step solution
  1. Periodic rate i = 5% ÷ 12 = 0.004167, number of payments N = 20 × 12 = 240
  2. Annuity factor = [1 − (1 + i)−N] ÷ i = 151.5253
  3. Payment = $300,000.00 ÷ 151.5253 = $1,979.87
At a glance

Find the regular income a lump sum can pay, what regular payments will grow to, or what a stream of future payments is worth today.

FormulaPV = PMT × [1 − (1 + i)−N] ÷ i
FV = PMT × [(1 + i)N − 1] ÷ i
Payout PMT = PV ÷ ([1 − (1 + i)−N] ÷ i)
Also searched asannuity payout · annuity payment · annuity due · ordinary annuity · present value of annuity · future value of annuity

How to use the annuity calculator

An annuity is any series of equal payments made at regular intervals — pension income, a structured settlement, loan repayments or monthly savings. This calculator answers the three most common questions:

  • Payout from lump sum — how much regular income a sum of money can pay over a set term before it runs out.
  • Future value — what a series of regular payments will grow to.
  • Present value — what a stream of future payments is worth as a lump sum today.

Enter the interest rate, the term, the payment frequency and whether payments happen at the end of each period (an ordinary annuity) or at the start (an annuity due). Rent and insurance premiums are typically annuities due; loan repayments and most pension payouts are ordinary annuities.

Annuity formulas

With periodic rate i (annual rate ÷ payments per year) and N payments:

PV = PMT × [1 − (1 + i)−N] ÷ i
FV = PMT × [(1 + i)N − 1] ÷ i
Payout PMT = PV ÷ ([1 − (1 + i)−N] ÷ i)

For an annuity due, multiply PV and FV by (1 + i), or divide the payout by (1 + i), because each payment is shifted one period earlier.

Worked example

You retire with 300,000 and want it to pay a fixed monthly income for 20 years while the remaining balance earns 5% a year. The monthly rate is 0.05 ÷ 12 = 0.4167% and there are 240 payments. The annuity factor is [1 − 1.0041667−240] ÷ 0.0041667 ≈ 151.53, so the payout is 300,000 ÷ 151.53 ≈ 1,979.87 a month. Over 20 years you receive about 475,000 — the extra 175,000 is interest earned on the shrinking balance.

In future value mode, saving 500 a month for 20 years at 5% grows to about 205,500; in present value mode, receiving 500 a month for 20 years is worth about 75,800 today at the same rate.

Annuities as financial products

Insurance companies sell annuities that turn a lump sum into income. The main types are:

  • Fixed-term (period certain) annuity — pays for a set number of years, as modelled here.
  • Lifetime annuity — pays for as long as you live, however long that is. Because insurers pool longevity risk, payouts can be higher than you could safely withdraw yourself, but the money typically stops at death unless you buy a guarantee.
  • Deferred annuity — you pay in now and income starts later.
  • Inflation-linked annuity — income rises each year, but starts lower.

Commercial quotes depend on your age, health, interest rates and fees, so a real lifetime annuity quote will differ from this calculation. Use the result as a benchmark: if an insurer's fixed-term quote is much lower than this calculator at a comparable rate, ask why.

Tips

  • Compare an annuity's income with a flexible withdrawal plan using the retirement calculator.
  • Check the discount rate you use — a higher rate makes future payments worth less today. See the present value calculator for single sums.
  • For loans, the payout formula is the same as a loan payment; see the loan calculator.
Tip: Inflation of 3% a year halves the buying power of a fixed income in about 23 years. Consider inflation protection for long retirements.

Results are mathematical estimates and are not a quote or financial advice.

Built and reviewed by the Calcivia editorial team following our editorial policy · Last updated .
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Frequently asked questions

How much does a 300,000 annuity pay per month?

Spread over 20 years at 5%, 300,000 pays about 1,980 a month. A lifetime annuity from an insurer will pay a different amount depending on your age, rates and fees.

What is the difference between an ordinary annuity and an annuity due?

An ordinary annuity pays at the end of each period, while an annuity due pays at the start. An annuity due is worth more because each payment arrives one period earlier.

How do you calculate the present value of an annuity?

Use PV = PMT × [1 − (1 + i)^−N] ÷ i, where i is the periodic rate and N the number of payments. Multiply by (1 + i) for an annuity due.

Is an annuity a good investment?

Annuities provide predictable income and can remove the risk of outliving your money, but they reduce flexibility and can carry high fees. They suit people who value guaranteed income over control.

How is the future value of an annuity calculated?

FV = PMT × [(1 + i)^N − 1] ÷ i. For example, 500 a month for 20 years at 5% grows to about 205,500.

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