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Retirement

How To Calculate Your FIRE Number

The FIRE number is your annual spending divided by the withdrawal rate you consider sustainable. At 4% that means twenty-five times a year of expenses — a figure that is easy to compute and very easy to compute on the wrong expenses.

Quick Answer

FIRE Number = Annual Spending / Safe Withdrawal Rate

FIRE Number
Portfolio value that makes work optional
S
Annual spending, including anything that continues in retirement
WR
Safe withdrawal rate as a decimal — 4% becomes 0.04
25x
The reciprocal of the rate: 1 / 0.04 = 25

Divide what you spend in a year by the withdrawal rate you trust as a decimal. Spending $40,000 a year at a 4% rate requires $1,000,000 — twenty-five times annual expenses. At a more conservative 3.5% the same lifestyle requires $1,142,857, and at 3% it requires $1,333,333. Taxes and healthcare belong in the annual spending figure, because both continue after work does not.

What Is Your FIRE Number?

The financial independence number is one division away from your budget, which is exactly why it deserves suspicion. Everything meaningful is hidden inside the numerator. Annual spending here cannot mean what you spend now if your working-life budget includes a mortgage that ends, commuting that ends, and payroll taxes that end — and simultaneously excludes healthcare that begins and travel that expands. The useful input is a projected retirement budget built line by line, not today's bank feed inflated by a couple of percentage points.

The denominator carries equal weight in the opposite direction. The four percent figure originates in portfolio survivability research asking how large a first-year withdrawal could be, indexed to inflation thereafter, without exhausting a stock-heavy portfolio over a thirty-year window. Its reciprocal is twenty-five, which is where the familiar "25 times your expenses" rule comes from. There is nothing magical about the multiple; it is 1 divided by 0.04, and switching to a 3.5% rate — which many people prefer for longer horizons — changes the required multiple to 28.57 times, which is why $40,000 of spending moves from $1,000,000 to $1,142,857.

Notice how violently small changes in the denominator move the answer. Going from 4% to 3% multiplies your target by a third: the multiple goes from 25 to 33.33, and the required portfolio for the same $40,000 of spending goes from $1,000,000 to $1,333,333. That $333,333 gap is larger than most people's entire annual salary, and it comes entirely from how conservative you are willing to be. Choosing a withdrawal rate is therefore not a technical footnote — it is the second-largest decision in the calculation after picking the spending number itself.

Taxes are the most commonly omitted item in the numerator, and they are not optional. A withdrawal from a traditional tax-deferred account is ordinary income; a withdrawal from a taxable account may realise capital gains. If your target is funded entirely by pre-tax accounts and you need $40,000 to live on plus roughly $6,000 of tax, the honest numerator is $46,000 and the target becomes $1,150,000. The same reasoning applies to healthcare before public coverage begins, which for a couple retiring in their forties can add five figures a year for a decade or more.

The second half of the question — how long until you get there — turns out to depend almost entirely on one variable: your savings rate as a share of take-home pay. Because spending determines both how much you contribute and how large your target must be, income cancels out of the algebra. At a 5% real return with a 25x target, years to independence is ln(1 + 25r(1-s)/s) / ln(1 + r), where s is the savings rate and r the real return. At a 10% savings rate that is 51.35 years; at 20%, 36.72; at 30%, 27.98; at 50%, 16.62; and at 70%, 8.79. The relationship is sharply non-linear because raising the rate does two things at once.

That non-linearity is the genuinely actionable insight in this whole framework, and it explains why the community obsesses over savings rate rather than income or returns. Going from 10% to 20% cuts twenty years off the timeline, while going from 50% to 60% removes only four. Return assumptions pale by comparison: the entire choice between 4% and 5% real returns moves a thirty-year plan by a handful of years, whereas a ten-point savings rate improvement moves it by a decade.

Several important things sit outside the arithmetic. Any government pension or employer benefit arriving at a later age reduces the amount your portfolio must fund in the intervening years, and a Social-security-style bridge changes the calculation substantially for people in their forties versus their sixties. Sequence risk remains: the thirty-year framing comes from historical data, and the first decade of returns determines outcomes far more than the average does.

Which is why the honest way to use a FIRE number is as a range rather than a target date. Run it at two withdrawal rates and two spending levels, and plan against the uncomfortable corner. A number that assumes optimistic spending, an aggressive withdrawal rate and fifteen more years of above-average returns is not a plan — it is a mood.

Formula

FIRE Number = Annual Spending / Safe Withdrawal Rate

Spending divided by the withdrawal rate. Equivalent to multiplying spending by the reciprocal of the rate — 25x at 4%.

SymbolMeaning
SProjected annual spending in retirement
WRSafe withdrawal rate as a decimal
FRequired invested portfolio

Multiple = 1 / Withdrawal Rate

Twenty-five is not a magic number — it is 1 divided by 0.04. At 3.5% the multiple is 28.57 and at 3% it is 33.33.

SymbolMeaning
MMultiple of annual spending needed

Years = ln(1 + 25 x r x (1 - s) / s) / ln(1 + r)

Income cancels out of this expression because savings rate determines both the contribution and the target. Assumes a 25x target and a constant real return.

SymbolMeaning
sSavings rate as a share of take-home pay
rReal annual return before retirement
YYears of contributing until the target is met

How To Calculate Your FIRE Number

  1. 1

    Build a projected retirement budget, not today's

    Remove mortgage and work costs that end; add healthcare, travel, and the amortised replacement cost of anything that wears out. This number, not your current spend, is the numerator.

  2. 2

    Add taxes on top of what you will spend

    Pre-tax withdrawals are ordinary income and taxable accounts realise gains. If you need $40,000 net and expect to owe about $6,000, the numerator is $46,000 — which raises the target by $150,000 at a 4% rate.

  3. 3

    Choose a withdrawal rate and compute its multiple

    Divide one by the rate. Four percent gives 25, three and a half gives 28.57, three gives 33.33. Longer time horizons and heavier equity allocations pull people toward the lower rates.

  4. 4

    Divide — then stress-test it

    $46,000 / 0.04 = $1,150,000. Rerun at 3.5% and at higher spending before believing any single figure; the spread between scenarios is the real information.

  5. 5

    Estimate the timeline from your savings rate

    With a 25x target and a 5% real return, a 30% savings rate needs 27.98 years and a 50% rate needs 16.62. The savings rate dominates every other variable you might optimise.

Examples

Example 1: $40,000 of annual spending at 4%

Annual spending
$40,000
Withdrawal rate
4.00%
Taxes
Already included in the spending figure
StepCalculationResult
Convert the rate to a decimal4.00% ÷ 1000.04
Required portfolio$40,000 ÷ 0.04$1,000,000.00
Spending multiple1 ÷ 0.0425x annual spending
Monthly withdrawal supported$40,000 ÷ 12$3,333.33
First-year withdrawal check$1,000,000.00 x 0.04$40,000.00

Result: $1,000,000.00 — twenty-five times annual spending, supporting $3,333.33 a month in the first year, which is exactly $40,000.00 of withdrawals.

Example 2: How much the withdrawal rate is worth

Annual spending
$40,000
Rates tested
3.00%, 3.50%, 4.00%, 5.00%
StepCalculationResult
Target at 3.5%$40,000 ÷ 0.035$1,142,857.14
Target at 3.0%$40,000 ÷ 0.03$1,333,333.33
Target at 5.0%$40,000 ÷ 0.05$800,000.00
Gap between the conservative and aggressive ends$1,333,333.33 - $800,000.00$533,333.33

Result: $1,142,857.14 at 3.5% and $1,333,333.33 at 3.0% — the rate assumption alone is worth $533,333.33 across the range tested.

Example 3: Savings rate decides the timeline

Real return
5.00% during accumulation
Target multiple
25x annual spending
Savings rates tested
10%, 20%, 30%, 50%, 70%
StepCalculationResult
At a 10% savings rateln(1 + 25 x 0.05 x 0.90/0.10) ÷ ln(1.05)51.35 years
At a 20% savings rateln(1 + 25 x 0.05 x 0.80/0.20) ÷ ln(1.05)36.72 years
At a 30% savings rateln(1 + 25 x 0.05 x 0.70/0.30) ÷ ln(1.05)27.98 years
At a 50% savings rateln(1 + 25 x 0.05 x 0.50/0.50) ÷ ln(1.05)16.62 years
At a 70% savings rateln(1 + 25 x 0.05 x 0.30/0.70) ÷ ln(1.05)8.79 years

Result: 51.35 years at a 10% savings rate falling to 8.79 years at 70% — the first ten points of savings rate remove more time than the last twenty do.

Calculator

Portfolio needed for financial independence

$1,000,000.00

Monthly withdrawal supported
$3,333.33
Multiple of annual spending
25

Values update as you type. This calculator covers the single scenario its formula assumes — see Common Mistakes for what it leaves out.

Prefer a full-width tool? Open the Your FIRE Number calculator page.

Common Mistakes

  • Using current spending instead of projected retirement spending

    Mortgage and commuting stop; healthcare and travel start. Using today's bank feed routinely misprices the target by more than the withdrawal rate debate ever will.

  • Omitting taxes from the spending figure

    Traditional retirement account withdrawals are ordinary income, and taxable portfolios realise gains on rebalancing. Adding $6,000 of tax on $40,000 of living costs raises a 4% target from $1,000,000 to $1,150,000.

  • Treating 25x as a rule of nature

    It is 1 divided by 0.04. Longer time horizons, concentrated portfolios, or expensive jurisdictions argue for 28x or 33x, and the difference is hundreds of thousands of dollars.

  • Counting the home you live in toward the number

    A paid-off house lowers spending needs and that belongs in the numerator, but its equity cannot be drawn down for groceries. Including its value double-counts the benefit.

  • Treating the thirty-year framing as a guarantee

    Historical survivability research is not a promise, and sequence risk means the first decade carries disproportionate weight. Plan against a range, and keep spending flexible in bad early years.

FAQ

Where does the 4% rule come from?

It comes from portfolio survivability research asking what inflation-adjusted first-year withdrawal a diversified stock-heavy portfolio could sustain across a thirty-year window in historical data. Its reciprocal, twenty-five, is the familiar multiple — not a fundamental constant.

Why does the result ignore my income?

Income cancels out when the timeline is computed, because savings rate determines both how much you contribute and how large your target must be. It reappears only because a higher income usually makes a higher savings rate easier to sustain.

Should I include my house?

Not as portfolio value. Include the shelter it provides by removing housing cost from the spending figure, and exclude its equity from the assets that must produce withdrawals.

How do I account for a pension arriving later?

Treat the years before it arrives as a bridge: compute a separate, larger portfolio need for that period, or add the pension value into the withdrawal calculation from the year it starts. Doing neither overstates how much you need in perpetuity.

What savings rate should I aim for?

Whatever you can hold for a decade rather than a year. Going from 10% to 20% removes almost fifteen years from the timeline, while squeezing from 50% to 60% removes about four — sustainable habits beat heroic ones.

References

  1. [1]Employee Benefit Research Institute, Retirement income planning and sustainable withdrawal research — https://www.ebri.org/retirement-income
  2. [2]U.S. Securities and Exchange Commission, Investor.gov, Retirement savings milestones and withdrawal strategy guidance — https://www.investor.gov/introduction-investing/getting-started/investing-basics
  3. [3]Internal Revenue Service, Required minimum distributions and retirement account withdrawals — https://www.irs.gov/retirement-plans/retirement-plan-and-ira-required-minimum-distributions-faqs