Annuity Calculator
Payouts, deferred growth and present value
Turn a lump sum into payments over the years you choose. Compare the three modes.
Payment per month
$1,319.91
Fixed-period estimate, not a lifetime insurer quote; before tax and fees.
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Frequency changes the period, not the amount you typed. Check payment and contribution units.
Tax treatment does not change the gross payout. No tax rate, withholding or Roth eligibility is calculated. Check the tax estimate scope.
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Fixed-period estimate, not a lifetime insurer quote; before tax and fees.
Payment per month
$1,319.91
Total paid
$316,779
Interest earned
$116,779
Payments
240
$200,000 earning 5.0% a year and paid monthly for 20 years, at the end of each month, gives $1,319.91 per month. The last payment brings the balance to zero.
Paid at the start of each month
$1,314.43
An annuity due, same premium and rate
Share that is interest
36.9%
Of everything paid out; the rest returns your premium
Estimated tax-free cost recovery
$832.86
General Rule share 63.1%; the remainder is taxable income, not the tax due
The tax card describes cost recovery or tax treatment, not after-tax income. Taxable income is not the tax you owe. See supported cases and exclusions.
Payout year by year
Each row groups one year of payments. Per month is one payment; Paid in year totals 12 payments, not additional income. Balance at end is after that year's payments.
| Year | Per month | Paid in year | Interest | Balance at end |
|---|---|---|---|---|
| 1 | $1,319.91 | $15,839 | $9,864 | $194,025 |
| 2 | $1,319.91 | $15,839 | $9,559 | $187,745 |
| 3 | $1,319.91 | $15,839 | $9,237 | $181,143 |
| 4 | $1,319.91 | $15,839 | $8,900 | $174,204 |
| 5 | $1,319.91 | $15,839 | $8,545 | $166,910 |
| 6 | $1,319.91 | $15,839 | $8,171 | $159,242 |
| 7 | $1,319.91 | $15,839 | $7,779 | $151,182 |
| 8 | $1,319.91 | $15,839 | $7,367 | $142,710 |
| 9 | $1,319.91 | $15,839 | $6,933 | $133,804 |
| 10 | $1,319.91 | $15,839 | $6,478 | $124,443 |
| 11 | $1,319.91 | $15,839 | $5,999 | $114,603 |
| 12 | $1,319.91 | $15,839 | $5,495 | $104,259 |
| 13 | $1,319.91 | $15,839 | $4,966 | $93,386 |
| 14 | $1,319.91 | $15,839 | $4,410 | $81,957 |
| 15 | $1,319.91 | $15,839 | $3,825 | $69,943 |
| 16 | $1,319.91 | $15,839 | $3,210 | $57,314 |
| 17 | $1,319.91 | $15,839 | $2,564 | $44,040 |
| 18 | $1,319.91 | $15,839 | $1,885 | $30,086 |
| 19 | $1,319.91 | $15,839 | $1,171 | $15,418 |
| 20 | $1,319.91 | $15,839 | $421 | $0 |
Interest is credited every month at 5.0% ÷ 12. Starting balance $200,000. Fixed-period math, not an insurer quote; amounts are before tax and fees.
By the Coast FIRE Calculator editorial team · Methodology · Official sources: IRS Publication 939 (Rev. December 2025): General Rule for Pensions and Annuities; IRS Publication 575 (2025): Pension and Annuity Income · Sources checked 12 October 2026 · Corrections: hello@coastfirecalculator.io
Choose the mode for your question
Payout: what can a lump sum pay?
Enter the premium, payout years, rate and timing. The result is the first payment; yearly increases start after year 1. The schedule uses up the balance over your chosen term.
Accumulation: what will deposits grow to?
Enter a deposit and contribution per period. The main result is the balance when payouts start. The secondary payout uses that balance over the later term at the same rate, not a quoted insurance benefit.
Present value: what are payments worth today?
Enter the first year's payment and a discount rate. The result is its lump-sum equivalent over the fixed term, not the sum of undiscounted payments. Change timing to compare payments now versus at period end.
These modes use constant rates and scheduled cash flows, with no insurance fees or mortality pricing. For a lifetime or joint-life annuity, obtain an insurer quote rather than replacing life expectancy with Payout Years. Check the formulas and assumptions below, or use the retirement withdrawal calculator for withdrawals you control.
Frequency and timing: when does the first payment arrive?
Frequency sets both the number of payments and the interest periods. In Payout mode, the amount shown is per month, quarter or year, not always a monthly income. The example below uses $200,000, 20 payout years, a 5% annual rate and no yearly increase; all amounts are before tax and fees.
Same premium and term; payments rounded to cents, without rounding the internal schedule.
| Frequency / count | End-of-period payment | Start-of-period payment | First payment |
|---|---|---|---|
| Monthly240 payments | $1,319.91 | $1,314.43 | End: After one monthStart: At the start |
| Quarterly80 payments | $3,969.30 | $3,920.30 | End: After one quarterStart: At the start |
| Annually20 payments | $16,048.52 | $15,284.30 | End: After one yearStart: At the start |
Keep the rate convention consistent
This model uses an annual nominal rate split evenly: 5% ÷ 12 monthly or 5% ÷ 4 quarterly, not an effective annual yield. Earlier payouts leave less time to earn interest, so the same premium buys a smaller start-of-period payment. No calendar payout date is selected or modelled.
Recheck payment and contribution units
Changing Frequency does not rescale the entered payment or contribution per period. In Accumulation mode, $500 monthly means $6,000 contributed a year; $500 quarterly means $2,000. To keep the annual contribution at $6,000, enter $1,500 per quarter or $6,000 per year. Present value inputs likewise mean a payment per selected period, not a monthly amount preserved automatically.
These are the calculator's cash-flow assumptions, not insurer benefit rates. Check a real contract's payment start date, frequency and guarantees separately. For a broader spending estimate, use the retirement withdrawal calculator; do not leave the premium spent on an annuity in the same invested-savings balance.
How the payout is worked out
An annuity payout turns a lump sum into equal payments that use up the money and its interest over a set number of years. The calculator splits the annual rate evenly across the payment periods, so 5% a year is 5% ÷ 12 a month. In the formulas below, i is that rate per period, n the number of payments and PMT the payment.
- Ordinary annuity (payments at the end of each period)
- Present value = PMT × [1 − (1 + i)−n] ÷ i
- Annuity due (payments at the start of each period)
- Present value = PMT × [1 − (1 + i)−n] ÷ i × (1 + i)
- Growing annuity (yearly payments rising by g, yearly rate r, N years)
- Present value = PMT × [1 − ((1 + g) ÷ (1 + r))N] ÷ (r − g)
- Payout from a premium
- PMT = premium ÷ present value of 1 per period
- Deferred annuity growth (deposit D, contribution C each period)
- Value = D × (1 + i)n + C × [(1 + i)n − 1] ÷ i, times (1 + i) more on the contributions if they are made at the start
Worked example: $200,000 paid monthly for 20 years at 5%. The monthly rate is 0.05 ÷ 12 and there are 240 payments, so $1 a month is worth [1 − (1 + 0.05/12)−240] ÷ (0.05/12) = 151.5253 today. The payment is $200,000 ÷ 151.5253 = $1,319.91 a month, $316,779 in all, of which $116,779 is interest. Paid at the start of each month instead, the same premium gives $1,314.43.
With monthly or quarterly payments that rise once a year, the calculator values each year's payments as a level annuity and applies the growing annuity formula across the years, using one year of compounding at the period rate, (1 + i)12 for monthly payments, in place of 1 + r. With a 2% yearly increase, the example starts at $1,122.41 a month and ends at $1,635.14 in year 20.
Monthly payout per $100,000 over a fixed period
Payments at the end of each month, level for the whole term, rounded to the dollar, from the same formula the calculator uses. These are the math of a fixed-period payout at each interest rate, not rates any insurer offers.
| Years | 3% | 4% | 5% | 6% |
|---|---|---|---|---|
| 10 | $966 | $1,012 | $1,061 | $1,110 |
| 15 | $691 | $740 | $791 | $844 |
| 20 | $555 | $606 | $660 | $716 |
| 25 | $474 | $528 | $585 | $644 |
| 30 | $422 | $477 | $537 | $600 |
Lifetime annuities and insurer quotes
This calculator pays out over a fixed number of years. That payout option is called period certain, and Wisconsin's insurance regulator describes its payout as set by the contract value and the length of the period chosen. The calculator does that math at an interest rate you choose; a contract pays at the insurer's benefit rate in effect when payments start.
A lifetime annuity keeps paying for as long as you live, so its payment cannot be worked out from a rate and a term. The annuitant's age and life expectancy are used to calculate the benefits, and the insurer's benefit rate usually depends on age, sex and the payout option. Adding a guaranteed period or a survivor's benefit makes each payment smaller than a life-only payment. This calculator does not estimate lifetime payouts; only a quote shows what a lifetime annuity pays. The SEC also notes that an insurer's obligations depend on its financial strength and claims-paying ability.
If you are choosing between a pension's lump sum and its monthly payments, the pension calculator compares the two. To see how long your own savings last with withdrawals you control, use the retirement withdrawal calculator. Federal employees can estimate the FERS annuity with the FERS retirement calculator.
How annuity payments are taxed
All payout amounts are before tax and fees. Bought With changes the tax card, not the payment or schedule. The calculator does not subtract income tax, withholding, early-distribution tax or state tax.
Cost recovery is not after-tax income
For a nonqualified fixed-period annuity, enter the after-tax investment in the contract when payouts start, not earnings or today's contract value. Do not recalculate an ongoing annuity from its remaining unrecovered cost; this estimate starts with the first payment. The level-payment estimate covers terms of 2 whole years or more; it does not model lifetime payments, scheduled increases, earlier cost recovery or contract-specific basis adjustments. IRS General Rule.
Employer-plan after-tax contributions are not nonqualified annuity cost
Pre-tax assumes no after-tax basis. Mixed-basis employer plans generally need the Simplified Method; traditional IRA basis has separate rules. Neither split is calculated here. Do not select nonqualified merely because you made after-tax contributions to a retirement account. See Pub. 575 and Pub. 590-B.
Selecting Roth does not establish a qualified distribution
Roth IRA and employer-plan Roth qualification rules differ. No account type, age or five-year history is checked here. The card is conditional, not an eligibility result; use the appropriate IRS rules in the table below.
Same gross payment, different unrecovered cost
Example at payout start: a $200,000 payout value, 20 years, 5%, monthly payments at period end and no increases. If the after-tax investment in the contract is $100,000, rather than the full payout value, the General Rule share rounds to 31.6%. Of each $1,319.91 payment, the estimate returns $417.09 of cost and leaves $902.82 as taxable income. That taxable amount is not a tax bill, and the gross payment stays $1,319.91. Keep the contract's actual basis records.
Federal tax rules by funding source. This table covers more cases than the calculator's three tax-card choices; it is not an automatic eligibility check.
| Money used to buy the annuity | How each payment is taxed |
|---|---|
| After-tax money: an annuity you buy yourself (nonqualified) | Part of each payment is a tax-free return of your cost, set by the exclusion percentage under the General Rule. The rest is taxable. With an annuity starting date after 1986, once your whole cost has come back tax-free, later payments are fully taxable.IRS Pub. 939, Pub. 575 |
| Qualified employer plan with no after-tax contributions | Fully taxable. Money withheld from your pay before tax does not count as your cost.IRS Pub. 575 |
| Qualified employer plan with after-tax (non-Roth) contributions | Part of each payment is tax-free, generally worked out with the Simplified Method: your cost divided by the number of monthly payments (for a lifetime annuity, a number from an IRS table).IRS Pub. 575 |
| Designated Roth account in an employer plan | A qualified distribution is not included in income, neither your cost nor the earnings on it. It is generally one made after a 5-tax-year period of participation and on or after age 59½, at death or on disability. Other distributions are taxed under the Pub. 575 rules, with the Roth account treated as a separate contract.IRS Pub. 575 |
| Annuity bought inside a traditional IRA with only deductible contributions | Fully taxable. Having the IRA trustee buy the annuity contract for you is not taxed (unless it is converted to a Roth IRA annuity); the payments are.IRS Pub. 590-B |
| Roth IRA (a Roth IRA can be an account or an annuity) | Qualified distributions, and distributions that return your regular contributions, are not included in income. Other distributions follow the Roth IRA ordering rules in Pub. 590-B.IRS Pub. 590-B |
Under the General Rule in Publication 939, the exclusion percentage is your investment in the contract divided by the expected return, rounded to three decimal places. For a fixed-period annuity, paid for a definite period such as a fixed number of months (but not less than 13), the expected return is the payment times the number of payments. In the full-cost $200,000 example, $200,000 ÷ ($1,319.91 × 240) gives 63.1%, so $832.86 of each payment is tax-free and $487.05 is taxable. The calculator shows this for level payments over 2 years or more when you choose after-tax money. If payments rise later, the tax-free amount stays at what was figured when payments started and the increases are fully taxable; for increases scheduled in advance, Publication 939 points to Regulations section 1.72-5(a)(5), which the calculator does not apply.
If the annuitant, or the last annuitant, dies before the whole cost has come back tax-free and the annuity starting date is after July 1, 1986, the unrecovered cost is an itemized deduction on the final return. Distributions from a nonqualified annuity count as net investment income when working out the net investment income tax.
Before payouts start, the interest in an annuity is not taxed until you withdraw it or receive payments, and the taxable part is taxed as ordinary income. A withdrawal from a nonqualified annuity before payouts start comes out of earnings (taxable) first and your cost second. For a contract bought before August 14, 1982, money invested before that date and its earnings come out cost first. Most distributions from qualified plans and nonqualified annuity contracts before age 59½ owe an extra 10% tax on the taxable part. For nonqualified contracts, the exceptions include payments from an immediate annuity: a single premium contract with substantially equal payments that start within 1 year of purchase and are paid at least once a year. For early withdrawals from a 401(k), see the 401(k) early withdrawal calculator; for penalty-free payments from an IRA before 59½, the 72(t) calculator.
From IRS Publications 939 (Rev. December 2025), 575 (2025) and 590-B (2025), checked September 27, 2026. State income tax is not included.
Sources
Mode inputs and examples checked against the calculator on 8 October 2026; frequency, first-payment timing and contribution units checked on 10 October 2026. Fixed-period versus lifetime scope rechecked against the SEC and Wisconsin insurance guide; the existing detailed tax rules retain their September 27 source-check date. Tax-card scope, cost versus contract value and the lower-cost example checked on 12 October 2026 against IRS Publications 939, 575 and 590-B.
- IRS Publication 939 (Rev. December 2025): General Rule for Pensions and Annuities
- IRS Publication 575 (2025): Pension and Annuity Income
- IRS Publication 590-B (2025): Distributions from IRAs (annuity contracts from an IRA)
- SEC Investor.gov: Annuities
- SEC Investor.gov: Immediate annuity (glossary)
- SEC Investor.gov: Updated Investor Bulletin: Variable Annuities
- Wisconsin Office of the Commissioner of Insurance: Consumer's Guide to Understanding Annuities (PI-214)