Annuity Payout Calculator

This annuity payout calculator shows the monthly, quarterly or yearly payment a balance can support over a fixed number of years. Or enter a payment to see how long the money lasts. Add return, fees, yearly raises, inflation, an estimated tax and an ending balance to keep.

Calculation and content reviewed by EZ Calculators Editorial Team on .

Enter values

Model a transparent fixed-period withdrawal path. Solve an initial payment for a chosen term or test how long a chosen payment may last, then inspect effective return after percentage fees, payment growth, purchasing power, a user-defined tax scenario, residual capital, and lower-return stress without treating the result as an insurer quote.

Build the scenario below, then calculate for a complete result report.

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01

QuestionSolve payment or test duration

02

Cash flowSet timing, frequency, and residual

03

AssumptionsSeparate return, fees, inflation, and tax

04

PressureInspect the lower-return scenario

Planning question

Start with the decision you are actually testing

Solve mode converts a balance and fixed period into an initial payment. Duration mode holds your entered initial payment constant except for its annual increase and estimates when the balance reaches the residual target.
Use the net amount actually available for this planning model.
years
Cash-flow design

Make every payment boundary visible

Payment frequency changes the conversion from annual assumptions to each period. Beginning-of-period payments leave less capital invested before earnings; the residual is capital the model must preserve rather than distribute.
Amount the model should preserve rather than pay out.
$
Return and purchasing power

Keep growth, drag, and spending increases separate

The annual return is treated as effective. Percentage fees are converted to an equivalent periodic drag, while payment growth and inflation answer different questions: nominal payment change and purchasing power.
% effective
Modeled as an equivalent periodic percentage drag; add fixed charges to the starting balance instead.
%
%
%
Tax scenario

Estimate tax without inventing contract basis

Only the share you enter is multiplied by the entered tax rate. Actual pension or annuity taxation can depend on contract investment, expected return, plan type, prior distributions, age, jurisdiction, and current law.
A scenario input only. Contract basis and tax rules can make the actual share different.
%
%
Controlled stress

Lower the return without hiding the assumption

The stress result subtracts the entered percentage-point amount from gross annual return and rebuilds the same payout path. It is a comparison scenario, not a market forecast or downside guarantee.
percentage points
Fixed-period math onlyNot a lifetime annuity or insurer quote
This page does not use ages, mortality credits, insurer pricing, contract guarantees, riders, surrender values, market-value adjustments, benefit bases, joint-survivor elections, or state guaranty rules. Obtain the current contract illustration and insurer quote before selecting a lifetime or guaranteed income option.

How much does a $250,000 annuity pay per month?

Paid out over 20 years at a 4% yearly return with no fees, $250,000 supports about $1,505.55 a month, or $18,066.56 a year. Stretch it to 30 years and the payment drops to $1,183.25. An insurer's lifetime annuity quote uses your age and its own pricing, so a real offer can be higher or lower.

How to use the annuity payout calculator

First pick your question. Solve mode finds the payment a balance supports for a set number of years. Test mode takes a payment you have in mind and shows how long the balance lasts.

Use the amount you can draw on, after any surrender charges. The return is a yearly effective rate you choose, not a contract guarantee.

  1. Choose solve payment or test how long a payment lasts.
  2. Enter the starting balance and, in solve mode, the payout period in years.
  3. Pick monthly, quarterly, semiannual or annual payments, and whether they come at the start or end of each period.
  4. Enter the yearly return, any yearly percentage fee and an optional yearly payment increase.
  5. Add an ending balance to keep, an inflation rate, and a taxable share and tax rate if you want an after-tax estimate.
  6. Read the payment or duration, total payouts, earnings and the lower-return stress result.

Annuity payment formula

For level payments with nothing left at the end, the payment is the balance times i / (1 - (1 + i)^-n). Here i is the return per payment period and n is the number of payments. The calculator converts the yearly return to a monthly rate with a 12th root, so 4% a year becomes about 0.3274% a month.

If you keep an ending balance, its present value is set aside first. Rising payments use a growing annuity version of the formula, and start-of-period payments divide by an extra (1 + i).

Formula guide
  • Rate per period: i = ((1 + annual return) x (1 - annual fee))^(1 / payments per year) - 1
  • Level payment = balance x i / (1 - (1 + i)^-n)
  • Balance available for payments = starting balance - ending balance / (1 + i)^n
  • Growing payment factor = [1 - ((1 + g) / (1 + i))^n] / (i - g), where g is payment growth per period
  • Estimated tax = payment x taxable share x tax rate

Example: $250,000 paid out over 20 years

Take $250,000, a 4% yearly return, no fee, level monthly payments at the end of each month and nothing left over. The payment is about $1,505.55. Over 240 payments you'd receive $361,331.25, so $111,331.25 comes from earnings.

Say 75% of each payment is taxable at 20%. That's $225.83 of tax on the first payment, leaving $1,279.71. Those are your own estimates, not a tax ruling.

$250,000 at a 4% return, level monthly payments
Payout periodMonthly paymentTotal paid outEarnings
10 years$2,522.64$302,716.85$52,716.85
15 years$1,840.27$331,249.23$81,249.23
20 years$1,505.55$361,331.25$111,331.25
25 years$1,309.74$392,922.20$142,922.20
30 years$1,183.25$425,971.57$175,971.57

How long will my annuity last?

Test mode runs your payment month by month until the balance runs out. With $250,000 at 4%, a $1,500 monthly payment lasts 20 years and 2 months. A $2,000 payment lasts 13 years and 6 months.

The stress check lowers the return by the points you choose and reruns the plan. At 2% instead of 4%, the $1,500 payment lasts 16 years and 4 months, and the $2,000 payment lasts 11 years and 9 months.

Annuity income with fees, raises and timing

Each choice changes the starting payment from the same $250,000 over 20 years. A rising payment starts lower because later checks are bigger. Payments at the start of each month leave less money earning, so they start a little lower too.

Inflation is a separate field. It doesn't change the payment. It shows what the last payment buys at today's prices. With level payments and 2% inflation, the final $1,505.55 buys about what $1,014.86 buys today.

$250,000 over 20 years at a 4% return
ScenarioFirst monthly paymentFirst-year income
Level, end of month, no fee$1,505.55$18,066.56
Level, start of month$1,500.63$18,007.61
1% yearly fee$1,376.58$16,518.92
Rising 2% a year$1,260.09$15,121.12
Return drops to 2%$1,262.57$15,150.84

Is this an immediate annuity calculator?

Not exactly. An immediate annuity from an insurer turns your premium into income that usually starts within a year. For a lifetime payout, the insurer prices it using your age, life expectancy, survivor options and its own rates. This calculator doesn't know any of those.

What it does is the fixed-period math: how much a balance can pay over a set number of years at a return you choose. That's useful for checking an illustration or planning your own withdrawals. FINRA notes that turning a contract into lifetime income is generally irrevocable, so get the insurer's quote before you decide.

Limits to check before you rely on a number

The model uses a smooth return. Real investments move around, and a drop early in the payout years can shorten how long the money lasts. It also leaves out surrender charges, rider fees, caps, market value adjustments, mortality credits and required minimum distributions.

The tax result only applies the share and rate you enter. IRS Topic 410 explains that annuity payments can be fully or partly taxable depending on what you paid in with after-tax money. Check your contract, your 1099-R and current IRS guidance for the real figure.

Sources

FAQ

How much does a $100,000 annuity pay per month?

It depends on the payout period and return. As a fixed-period withdrawal, it pays 40% of what $250,000 does: about $602 a month over 20 years at 4%. An insurer's lifetime quote depends on your age and its pricing.

How do I calculate an annuity payment?

Multiply the balance by i / (1 - (1 + i)^-n), where i is the return per period and n is the number of payments. The calculator does this for you and also handles fees, rising payments and a balance you want to keep.

Should payments come at the start or end of the month?

Match your contract or withdrawal plan. Start-of-month payments leave less money earning each period, so the same balance supports a slightly smaller payment: $1,500.63 instead of $1,505.55 in the main example.

What's the difference between annuitization and taking withdrawals?

Annuitizing trades your contract value for income set by the insurer, and it's usually irrevocable. Withdrawals keep you in control of the balance, but you carry the risk that it runs out.

Can annuity payments keep up with inflation?

Some contracts offer rising payments, but terms vary. Here you can add a yearly payment increase. It starts the payment lower: $1,260.09 instead of $1,505.55 for a 2% raise over 20 years.

Are annuity payments taxable?

Often, but not always in full. The part that returns your after-tax money isn't taxed. Enter your own taxable share and rate for an estimate, and check IRS guidance or your 1099-R for the real amount.

What is the target ending balance?

It's money the plan leaves untouched after the last payment. Setting one lowers the payment. It isn't a death benefit or surrender value, which depend on your contract.