4% Rule Calculator

Estimate the portfolio you need to support your retirement spending with the 4% rule.

With $50,000 of annual retirement spending and a 4% withdrawal rate, you need about $1,250,000 — that is 25× your annual spending. Withdraw 4% in year one and adjust that dollar amount for inflation each year. Try 3% or 5% to see how a lower or higher assumption changes the target.

Your plan

Calculations run in your browser. Inputs are not stored.

$

What you expect to spend each year once retired.

%

Presets are illustrative. Edit the rate to match your own assumption.

Retirement number — modeled portfolio target
$1,250,000

4% withdrawal rate • 25.0× annual spending

Multiple of annual spending25.0×
Monthly spending in year one$4,167
Withdrawal-rate assumption4%

This calculator converts spending into a target. It does not simulate portfolio survival, market sequence, taxes or fees.

What each rate requires

Withdrawal ratePortfolio needed
3% (33.3×)$1,666,667
4% (25×)$1,250,000
5% (20×)$1,000,000

A lower withdrawal-rate assumption means a larger portfolio target. The rate you test changes the target dramatically.

How this calculation works

The retirement number

The 4% rule is a retirement shorthand: save roughly 25× your annual spending, withdraw 4% in the first year, and adjust that dollar amount for inflation each year.

Retirement number = annual retirement spending ÷ withdrawal-rate assumption

At a 4% withdrawal rate that is 25× annual spending. For $50,000 a year, you need $1,250,000.

Retirement number by spending and withdrawal rate

Annual spending3% (33.3×)4% (25×)5% (20×)
$36,000$1,200,000$900,000$720,000
$40,000$1,333,333$1,000,000$800,000
$50,000$1,666,667$1,250,000$1,000,000
$60,000$2,000,000$1,500,000$1,200,000
$75,000$2,500,000$1,875,000$1,500,000

Where the 4% comes from

The 4% rule comes from historical withdrawal-rate research associated with William Bengen and the Trinity Study. Results vary by asset allocation, market sequence and horizon, so treat 4% as a planning benchmark rather than a promise. Review the historical research.

Assumptions

  • Retirement number = annual spending ÷ the withdrawal-rate assumption.
  • 4% ≈ 25× annual spending; 3% ≈ 33.3×; 5% ≈ 20×.
  • No inflation detail beyond the rule's built-in inflation-adjusted withdrawal assumption.
  • No taxes, fees, Social Security or portfolio income are included.
  • This is a back-of-envelope planning number, not a spending plan or advice.

View the formula →

Educational purposes only. Not financial advice. See the full methodology and disclaimer.

Worked examples

See how the 4% rule translates your desired retirement lifestyle into a portfolio target. The formula is simple: portfolio needed = annual spending ÷ withdrawal rate.

Example 1: A $60,000/year retirement at 4%

Desired annual spending: $60,000 · Withdrawal-rate assumption: 4%

Portfolio needed
$1,500,000
Monthly withdrawal
$5,000
Spending multiple
25×

If you want to spend $60,000 in the first retirement year and test a 4% withdrawal-rate assumption, the target is $1,500,000 — 25 times annual spending (1 ÷ 0.04 = 25). The historical 4% framework is not based on simply subtracting withdrawals from an average return; it tested inflation-adjusted withdrawals across historical market sequences. Outcomes depend on asset mix, sequence, fees and retirement horizon, so this calculator shows the target arithmetic rather than a survival guarantee.

Example 2: How your withdrawal rate changes everything

Same $60,000/year spending · different withdrawal-rate assumptions

3% (lower)
$2,000,000
33.3× spending
4% (benchmark)
$1,500,000
25× spending
5% (higher)
$1,200,000
20× spending

The difference between a 3% and 5% withdrawal rate is $800,000 in required portfolio size. That's because the withdrawal rate is in the denominator: a lower rate means you need a much larger portfolio. Historical 4% research is commonly discussed around 30-year retirement horizons in U.S. data. For a 40–50 year horizon, test lower rates such as 3–3.5% as additional stress scenarios rather than treating 4% as automatically suitable. If you expect reliable pension, Social Security or other income, subtract the amount that covers retirement spending before applying this portfolio-target formula; other income does not by itself make a higher withdrawal rate safe.

Example 3: Different lifestyles, different price tags

4% withdrawal rate · different annual spending levels

Lean FIRE ($40k/yr)
$1,000,000
$3,333/month
Comfortable ($60k/yr)
$1,500,000
$5,000/month
Fat FIRE ($100k/yr)
$2,500,000
$8,333/month

Your retirement lifestyle has a direct, linear relationship with how much you need to save. At 4%, every $10,000 of annual spending requires $250,000 more in your portfolio. Want to retire on $40,000/year (Lean FIRE, possible in low-cost areas or with paid-off housing)? You need $1M. Want $60,000/year (comfortable in most U.S. cities)? $1.5M. Want $100,000/year (Fat FIRE, including travel and hobbies)? $2.5M. This is why the FIRE community emphasizes reducing expenses: cutting $1,000/month from your budget doesn't just save $12,000/year now — it reduces your retirement target by $300,000. Try our FIRE calculator to see when you could reach your number.

All examples use the 4% rule as a planning guideline. Actual safe withdrawal rates depend on market conditions, asset allocation, retirement length, and other factors. See full disclaimer.

The 4% rule, explained

What is the 4% rule?
Withdraw 4% of your portfolio in the first year of retirement, then increase that dollar amount by inflation each year. The rule historically survived all 30-year U.S. periods tested.
Where does the 4% rule come from?
William Bengen's 1994 analysis found ~4% was the historical safe initial withdrawal rate; the 1998 Trinity Study (Cooley, Hubbard, Walz, AAII Journal) extended the evidence across allocations and horizons.
Is 4% still safe?
It's a reasonable starting point for a 30-year U.S.-asset retirement, but many planners suggest a lower rate (3–3.5%) for longer horizons, higher fees, or earlier retirement. It's a planning guide, not a promise.
How do I use the calculator?
Enter your expected annual spending in retirement. The calculator divides it by your chosen withdrawal rate to show the portfolio you'd need (e.g., $50,000 ÷ 4% = $1,250,000).
What does the 4% rule not account for?
The historical basis assumes a 30-year horizon, U.S. assets, inflation-adjusted withdrawals, and mostly ignores taxes and fees. Sequence-of-returns risk, high fees, and longer horizons can each break the rule's assumptions.
How does Social Security affect my withdrawal rate?
Social Security (or any guaranteed income like a pension) reduces how much you need to withdraw from your portfolio — which can reduce the portfolio target for the remaining spending gap; it does not make a higher withdrawal rate safer. For example: if you need $60,000/year and Social Security provides $24,000/year, you only need $36,000 from your portfolio. At 4%, that's a $900,000 portfolio instead of $1.5M. This is why delaying Social Security (to age 70) can be so valuable — it increases your guaranteed income, reducing the portfolio you need and the sequence-of-returns risk. When using the 4% rule, subtract your guaranteed income from your total spending need, then apply the withdrawal rate to the remainder. Don't apply 4% to your full spending if you have other income sources.
What is a "bond tent" and does it relate to the 4% rule?
A "bond tent" increases bond exposure around retirement and may later reduce it. It is one approach studied for sequence-of-returns risk, but outcomes depend on the allocation, return sequence, horizon, costs and rebalancing rules. Neither this strategy nor a fixed stock/bond mix guarantees that withdrawals will last. This calculator does not simulate those allocation paths.

Last reviewed: September 2026.

Continue your plan

Use these related resources to put this result in context: 4% rule research context · retirement calculator · retirement planning guide.

The 4% rule is a historical withdrawal framework, commonly studied over 30-year periods. It does not guarantee success or preservation of principal: principal can decline or be depleted. Results depend on allocation, fees, taxes, inflation, retirement length and the sequence of returns.