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Financial Independence Number Calculator

Calculate your FI number - the portfolio size needed to cover annual expenses - with withdrawal rate and spending adjustment modeling.

Tested tool guide Tested browser tools Checked August 16, 2026

What Financial Independence Number Calculator does, with a checked example

The FI number is the portfolio balance whose annual withdrawal would cover your spending, and this calculator derives it from two inputs: your yearly expenses and the withdrawal rate you plan to live on. The relationship is a single division - expenses divided by the rate - and what surprises most people is how strongly the answer moves: cutting the rate from 4% to 3% raises the target by a third. The spending adjustment input shows what a planned cut or new expense does to the goal, so you can test a lifestyle change before committing years of saving to it.

Worked example

A concrete input and expected output from the current implementation.

Input

Annual expenses: $48,000 | Withdrawal rate: 4% | Spending adjustment: none

Expected output

FI number: $1,200,000 (48,000 ÷ 0.04; at 4% the portfolio is 25 times annual expenses)

The FI number is annual expenses divided by the withdrawal rate, so $48,000 ÷ 0.04 = $1,200,000. Withdrawing 4% of that balance each year yields exactly $48,000, covering the stated spending.

How the result is produced

1

The division behind the number

Annual expenses are divided by the withdrawal rate you enter: FI number = expenses ÷ rate. A 4% rate means the portfolio must hold 25 years of expenses (1 ÷ 0.04), a 3% rate about 33.3 years. The rate is applied mechanically - the tool does not judge whether the rate you choose is safe, appropriate for your age, or consistent with how the portfolio is invested.

2

Spending adjustments

The spending adjustment changes the numerator before the division. Adding $1,000 a month at a 4% rate raises the FI number by $300,000, because $12,000 a year divided by 0.04 is $300,000; a reduction lowers it the same way. Because the adjustment applies to the annual figure, monthly amounts must be converted to yearly totals before they are entered.

Good uses

  • Setting a savings goal: convert a target annual retirement budget into the portfolio balance you actually need to accumulate.
  • Comparing withdrawal-rate plans: run the same expenses at 4%, 3.5%, and 3% to see how much more saving a more conservative plan requires.
  • Pricing a lifestyle change: model an added cost (health care, travel) or a removed one (a paid-off mortgage) in the spending adjustment to see whether the target moves enough to change your plan.

Limits and checks

  • The result is pre-tax and inflation-blind: the division assumes every withdrawn dollar is spendable, so taxes on withdrawals and inflation shrinking real purchasing power are not part of the math. Treat the number as a planning target, not a guarantee.
  • The withdrawal rate is your assumption, not the tool's verdict: it will apply 6% or 8% as readily as 4%. The 4% figure derives from historical US stock-and-bond data and is itself debated; higher entered rates produce numbers the historical record would not support.
  • Unit mistakes change the answer twelvefold: enter monthly expenses where annual ones belong and the FI number inflates 12×; enter a $1,000-a-month adjustment as $1,000 a year and the added target falls from $300,000 to $25,000 at a 4% rate. Confirm every figure is on the same yearly basis.

Common questions

Does this calculator guarantee my portfolio will last 30 years?

No. The FI number is arithmetic, not a forecast: it sizes the portfolio so the first year's withdrawal matches your spending. Whether the balance survives decades depends on actual returns, inflation, and the order in which good and bad years arrive. The familiar 4% figure comes from a 1998 study of historical US stock and bond returns, which found inflation-adjusted 4% withdrawals held up over 30-year periods in most cases examined.

Why does dropping the rate from 4% to 3% add so much to the target?

Because the target is expenses divided by the rate, and a smaller divisor produces a larger quotient. With $48,000 of annual expenses the FI number is $1,200,000 at 4% but $1,600,000 at 3% - a third more. That gap is the price of a wider margin of safety, and it is why many conservative planners target 3.5% or lower.

References and verification

The example and behavioral notes were checked against the browser implementation. Standards and primary references below define the relevant format, formula, or platform behavior.

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