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FIRE Number Calculator

Calculate your Financial Independence, Retire Early (FIRE) number using the 4% rule.

Result

FIRE Number
$1,250,000.00
Years to FIRE
18.4
Projected BalanceFIRE Number
$2.0M$1.5M$1.0M$500K$0Projected Balance - Yr 1: $132KProjected Balance - Yr 2: $166KProjected Balance - Yr 3: $203KProjected Balance - Yr 4: $243KProjected Balance - Yr 5: $285KProjected Balance - Yr 6: $330KProjected Balance - Yr 7: $379KProjected Balance - Yr 8: $431KProjected Balance - Yr 9: $487KProjected Balance - Yr 10: $547KProjected Balance - Yr 11: $611KProjected Balance - Yr 12: $680KProjected Balance - Yr 13: $754KProjected Balance - Yr 14: $834KProjected Balance - Yr 15: $919KProjected Balance - Yr 16: $1.0MProjected Balance - Yr 17: $1.1MProjected Balance - Yr 18: $1.2MProjected Balance - Yr 19: $1.3MFIRE Number - Yr 1: $1.3MFIRE Number - Yr 2: $1.3MFIRE Number - Yr 3: $1.3MFIRE Number - Yr 4: $1.3MFIRE Number - Yr 5: $1.3MFIRE Number - Yr 6: $1.3MFIRE Number - Yr 7: $1.3MFIRE Number - Yr 8: $1.3MFIRE Number - Yr 9: $1.3MFIRE Number - Yr 10: $1.3MFIRE Number - Yr 11: $1.3MFIRE Number - Yr 12: $1.3MFIRE Number - Yr 13: $1.3MFIRE Number - Yr 14: $1.3MFIRE Number - Yr 15: $1.3MFIRE Number - Yr 16: $1.3MFIRE Number - Yr 17: $1.3MFIRE Number - Yr 18: $1.3MFIRE Number - Yr 19: $1.3MYr 1Yr 4Yr 7Yr 10Yr 13Yr 16Yr 19

About the FIRE Number Calculator

Financial Independence, Retire Early (FIRE) has one core number behind it - the portfolio size that lets you withdraw enough to cover expenses indefinitely, typically using the 4% rule. Our FIRE Number Calculator finds that target and projects how long it takes to reach it.

How It Works

The calculator divides your annual expenses by your chosen withdrawal rate (commonly 4%, based on historical safe-withdrawal-rate research) to find your FIRE number - the portfolio size that theoretically supports your expenses indefinitely. It then projects your current savings and monthly investments forward to estimate how many years until you reach that number.

FIRE number = annual expenses ÷ withdrawal rate

Formula & Methodology

The 4% rule comes from historical research (the 'Trinity Study' and related analyses) into how a diversified stock-and-bond portfolio would have performed across rolling 30-year historical periods if a retiree withdrew a fixed percentage annually, adjusted for inflation. Dividing expenses by the withdrawal rate is mathematically the same as multiplying expenses by 25 (since 1 ÷ 0.04 = 25), which is why '25 times annual expenses' is the shorthand version of the same 4% rule target.

Step-by-Step: Calculating It By Hand

  1. 1Total your annual expenses (or projected retirement expenses).
  2. 2Choose a withdrawal rate - 4% is the traditional starting point, though some choose a more conservative 3-3.5% for extra safety margin.
  3. 3Divide annual expenses by the withdrawal rate (as a decimal) to find your FIRE number.
  4. 4Project your current savings and contributions forward to estimate years remaining until reaching that number.

Examples

Standard 4% rule

$50,000 in annual expenses at a 4% withdrawal rate means a FIRE number of $1,250,000 - the portfolio size theoretically supporting that spending indefinitely.

More conservative withdrawal rate

The same $50,000 in expenses at a more conservative 3.5% withdrawal rate raises the FIRE number to about $1,428,571 - a meaningfully higher target for extra safety margin.

Advantages

  • Uses the well-established 4% rule framework, adjustable to a more conservative rate if desired
  • Projects a realistic years-to-FIRE timeline based on current savings and contribution rate
  • Makes an ambitious goal concrete with a specific dollar target and timeline
  • Useful for testing how increasing savings rate accelerates the timeline

Common Mistakes

  • Treating the 4% rule as a guarantee rather than a historically-based guideline with real sequence-of-returns risk
  • Not adjusting the withdrawal rate lower for a longer retirement horizon (retiring at 35 needs more safety margin than retiring at 65)
  • Underestimating future expenses, especially healthcare costs before Medicare eligibility
  • Assuming a constant investment return every year rather than realistic market volatility

Edge Cases to Watch For

  • The 4% rule was derived from a roughly 30-year retirement horizon - someone retiring in their 30s or 40s faces a much longer retirement and often chooses a lower, more conservative withdrawal rate.
  • Sequence-of-returns risk means poor market performance in the first few years of retirement can be far more damaging than the same poor performance later, something a flat withdrawal-rate rule doesn't directly address.
  • Healthcare costs before Medicare eligibility (age 65) are a major, often underestimated expense category for early retirees to budget into their annual expenses figure.
  • A 'Coast FIRE' or 'Barista FIRE' variant targets a lower number that grows to full FIRE with time alone, or is supplemented by part-time income, rather than needing to hit the full FIRE number before any spending begins.

Common Use Cases

  • Calculating a target portfolio size for financial independence
  • Projecting a timeline to reach FIRE based on current savings and contributions
  • Testing how increasing monthly investments accelerates the timeline
  • Understanding how withdrawal rate assumptions change the required portfolio size
Written & fact-checked by the Calculateus TeamLast updated August 5, 2026How we verify our formulas

Frequently asked questions

What is the FIRE number based on?

It's your annual expenses divided by your withdrawal rate - derived from the same "safe withdrawal rate" logic as traditional retirement planning (see the Retirement Calculator's FAQ), just applied to reach financial independence at any age rather than a fixed retirement age.

Conclusion

The 4% rule is a well-researched starting point, but many pursuing early retirement specifically choose a more conservative rate given the longer time horizon involved. Use this to set a concrete target, and revisit the projection whenever your savings rate or expenses change meaningfully.