Annuity Calculator
Calculate annuity payments, future value, or required principal. Supports ordinary and annuity-due, all payment frequencies, with year-by-year schedule and formula breakdown.
I have a lump sum. How much will it pay per period?
End of period (most common)
Year-by-Year Schedule
Annual breakdown of payments, interest, and ending balance
| Year | Payment | Interest | Balance |
|---|---|---|---|
| 1 | $7,919 | $4,932 | $97,013 |
| 2 | $7,919 | $4,779 | $93,873 |
| 3 | $7,919 | $4,619 | $90,572 |
| 4 | $7,919 | $4,450 | $87,102 |
| 5 | $7,919 | $4,272 | $83,455 |
What Is an Annuity?
Understanding the financial instrument behind the math
An annuity is a series of equal payments made at regular intervals over a fixed period. It underpins retirement planning, mortgage calculations, insurance products, and structured settlements.
The value of an annuity depends on the payment amount, the interest rate per period, and the number of periods. Because money earns interest over time, a dollar received today is worth more than one received next year.
Payout
Lump sum to periodic income
Future Value
Regular deposits to wealth
Required Principal
Target income to lump sum
How to Use the Annuity Calculator
Three modes, one tool
Select the mode that matches your question, enter the known values, and the annuity calculator solves for the unknown.
Payout Mode
Enter a lump sum (present value), set the interest rate and term. The annuity calculator tells you the fixed payment you can withdraw each period until the fund is depleted.
Future Value Mode
Enter a regular contribution amount, set the rate and term. See how your deposits accumulate with compound interest over time.
Required Principal Mode
Enter the periodic income you want, set the rate and term. The annuity calculator works backwards to find the lump sum you need today.
Annuity Formulas
Where r = periodic rate, n = total periods. For annuity due, multiply by (1 + r).
PMT = PV × [r / (1 − (1 + r)^−n)]FV = PMT × [((1 + r)^n − 1) / r]PV = PMT × [(1 − (1 + r)^−n) / r]Worked Example
Principal
$100,000
Rate
5% / yr
Term
20 years
Frequency
Monthly
Monthly Payment
$659.96
Total Paid
$158,389
What Affects Your Annuity?
Key variables and their real-world impact
Interest Rate
The most powerful lever. A 3% vs 5% rate on $100,000 changes your monthly payout by roughly $105 over 20 years.
Term Length
A shorter term means higher payments but the money runs out sooner. A longer term stretches funds further.
Payment Frequency
Monthly payments are slightly lower than annual equivalents because the balance earns less interest per period.
Inflation
At 3% inflation, $660/month is worth only about $491 in today's dollars after 10 years.
Ordinary Annuity vs. Annuity Due
When the timing of payments changes the math
The only difference is when each payment occurs. This one-period shift means each payment in an annuity due earns (or costs) one extra period of interest.
Ordinary Annuity
Annuity Due
Common Uses for Annuities
Real-world scenarios where annuities make sense
Retirement Income
Convert a nest egg into guaranteed monthly income so market volatility does not threaten your standard of living.
Structured Settlements
Spread large one-time awards such as personal injury and lottery winnings into predictable periodic payments.
Education Savings
Complement a 529 plan with guaranteed growth and a known payout schedule to fund tuition when needed.
Inheritance / Windfall
Annuitize a lump-sum inheritance to create a disciplined income stream and reduce the risk of rapid depletion.
Annuity vs. Lump Sum
Key trade-offs at a glance
The choice depends on your risk tolerance, life expectancy, and whether you need predictable income or maximum flexibility.
Annuity
Lump Sum
Things to Consider
Frequently Asked Questions
Common questions and detailed answers
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Last updated Apr 2, 2026