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Annuity payout calculator: monthly income from your savings

Find the monthly income a lump sum can pay for a given number of years, or how long your money lasts at a given withdrawal.

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Results

Monthly payout

$2,922.95

Years the money lasts at your withdrawal

23.8 years

Choose 'How long the money lasts' to use your own withdrawal
Total paid out (payout mode)
$876,885.06
Interest earned along the way
$376,885.06
Interest-only monthly income
$2,083.33
4% rule, monthly
$1,666.67

Monthly payout for other periods

Monthly payoutInterest earned along the way
10 years current$5,303.28$136,393.09
15 years current$3,953.97$211,714.26
20 years current$3,299.78$291,946.89
25 years current$2,922.95$376,885.06
30 years current$2,684.11$466,278.92
40 years current$2,410.98$657,271.84

Turning savings into income

Once you stop working, the question changes from “how much will I have?” to “how much can I spend each month?”. This calculator answers it both ways. In payout mode it finds the monthly amount that spends a balance down to zero over a chosen number of years while the remainder keeps earning a return. In duration mode it tells you how long the money lasts at the withdrawal you have in mind.

The formulas

With B the starting balance, i the monthly return (annual rate ÷ 12) and n the number of months:

  • Monthly payout = B × i ÷ (1 − (1 + i)^−n)
  • Months the money lasts at a withdrawal W = −ln(1 − i × B ÷ W) ÷ ln(1 + i)
  • Interest-only income = B × i, the amount you can take forever without touching the capital

If W is no larger than B × i, the balance never runs out.

Worked example

A retiree has $500,000 invested at a 5% average annual return and wants income for 25 years.

  1. Monthly return i = 0.05 ÷ 12 = 0.4167%; n = 300 months.
  2. Monthly payout = 500,000 × 0.004167 ÷ (1 − 1.004167^−300) = $2,922.95.
  3. Over 25 years that is $876,885 in total, of which $376,885 is investment growth earned along the way.
  4. Taking $3,000 a month instead, the money lasts about 23.8 years. Living on the interest alone would pay $2,083 a month.

Payout by period

For the same $500,000 at 5%:

Payout period Monthly payout
10 years $5,303
15 years $3,954
20 years $3,300
25 years $2,923
30 years $2,684
40 years $2,411

The 4% rule

The calculator also shows the 4% rule: withdraw 4% of the portfolio in the first year ($1,667 a month on $500,000), then raise it with inflation. Historical US studies found that this rate survived 30-year retirements in most past markets. It is lower than the payout above because it allows for bad years and inflation.

Limits of a constant-return model

  • Sequence risk: a market drop early in retirement hurts more than the same drop later, because you are selling assets while prices are low.
  • Inflation: a fixed payout loses purchasing power; $2,923 buys about a quarter less after ten years of 3% inflation.
  • Taxes: withdrawals from a traditional 401(k) or IRA are taxed as income, and required minimum distributions start at 73 or 75 depending on your birth year.
  • Longevity: a 65-year-old has a real chance of living past 90. An insurance annuity or delaying Social Security can cover that risk.

To estimate how much to save before retiring, use the retirement savings calculator.

Frequently asked questions

How much monthly income will $500,000 provide?

At a 5% annual return, $500,000 pays about $2,923 a month for 25 years before running out. Taking only the interest gives about $2,083 a month and leaves the capital intact.

How long will my savings last?

With a fixed monthly withdrawal W, a balance B and a monthly return i, the money lasts −ln(1 − i × B ÷ W) ÷ ln(1 + i) months. If W is no more than the monthly interest, it never runs out.

What is the 4% rule?

A retirement guideline from US historical studies: withdraw 4% of your portfolio in the first year, then adjust for inflation. It has held up for 30-year retirements in most past market periods, but it is not a guarantee.

Is this the same as buying an annuity from an insurer?

No. This calculator draws down your own savings at a steady return. An insurance annuity pays for life, pools longevity risk and includes fees, so its payout rate differs from these figures.

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Results are estimates provided for information purposes. They do not replace professional advice.