How long will $500,000 last?

Separate the first seven years from the spending that follows.

Last reviewed Methodology and sources

Set the first phase’s withdrawal

This tool keeps the selected draw constant. The seven-year bridge is worked out below.

USD
USD
%

After fees.

%

Timeline at this constant withdrawal

$500,000 at $2,500 monthly: 21 years, 5 months

5% return and 2.5% inflation are example assumptions.

Monthly withdrawal

—

Annual return used

—

Constant-return model. Not financial advice.

If the bridge draw continued

Balance in today’s dollars

Projected retirement balanceCalculate your scenario to view the chart, or use the balance table below.

The chart shows the balance after each scheduled withdrawal.

View the balance table
Annual snapshots and the final projected point. Calculations use monthly steps.
Elapsed timeRemaining balance

A seven-year bridge leaves $290,000 at a $2,500 draw

From age 60 to 67 is 84 months. At zero return and inflation, 84 withdrawals of $2,500 use $210,000 of a $500,000 account. The remaining $290,000 still has to fund whatever comes next.

Age 67 is an example endpoint

The chosen ages divide this illustration into two spending phases. They do not assert a benefit eligibility age, payment amount or required retirement date. Use dates from your own records when deciding how long the first phase lasts.

What remains after seven years
$1,500 monthly bridge$374,000 left
$2,500 monthly bridge$290,000 left
$3,500 monthly bridge$206,000 left

Each bar starts with $500,000 and shows the balance after 84 month-end withdrawals. Zero return and inflation.

If the bridge withdrawal continued

The nine timelines below extend each monthly draw for the whole period. They do not assume a later income payment begins.

Month-end payments; annual real returns after inflation. y = years, m = months.
Monthly draw0% real2% real4% real
$1,50027y 10m40y 5mNo depletion
$2,50016y 8m20y 3m27y 2m
$3,50011y 11m13y 8m16y 1m

Final dates include a partial payment when needed. “No depletion” assumes the stated constant growth continues.

A lower draw later does not lower the early cost

Suppose the portfolio needs to provide $1,500 monthly after the bridge. The $290,000 remainder funds 193 full payments and one $500 final payment at zero growth. Add those 194 scheduled months to the first 84: the final payment is 23 years and two months after the original start.

Compare the same starting age fairly

Using $1,500 from age 60 would fund 333 full payments and a partial payment in month 334. That is a different plan: it omits the extra $1,000 spent during each of the bridge’s 84 months. Reducing the early withdrawal to $2,000 leaves $332,000 at the phase boundary.

Questions about this calculation

Can I retire at 60 with $500,000?

This example isolates the first seven years rather than deciding whether retirement is affordable. A $2,500 monthly draw leaves $290,000 after that bridge at zero growth. Your later expenses, other income and actual returns determine what that remainder must support.

Why use age 67 in the example?

It is a chosen endpoint for a seven-year bridge. No pension or government benefit starts automatically in the model at that age.

How do I model a lower withdrawal after the bridge?

Run the first phase, then use its remaining balance and the later withdrawal for the next phase. Do not apply the later, lower payment retroactively to earlier years.

Check the assumptions

Original scenarios, reviewed October 25, 2026. Monthly calculation method. Return, income and expense amounts are assumptions; no market forecast or personal recommendation is made.