In 1994, financial planner William Bengen published a paper in the Journal of Financial Planning that would quietly reshape how millions of Americans think about retirement spending. His question was precise: what annual withdrawal rate, as a percentage of a retiree's initial portfolio, gives the highest probability of not running out of money over a 30-year retirement? After analyzing historical U.S. market data from 1926 through 1992, his answer was 4%. That number has been used as a retirement planning anchor ever since.
Understanding what the 4% rule says — and, just as importantly, what it does not say — is foundational to any serious retirement plan.
The Rule Defined
The 4% rule works as follows: in your first year of retirement, withdraw 4% of your total portfolio balance. In every subsequent year, take the same dollar amount as the prior year, adjusted upward for inflation. Do not recalculate 4% of the new balance each year — the rule specifies a fixed real dollar amount that maintains purchasing power over time.
Year 1 withdrawal = Portfolio balance at retirement × 0.04
Year 2 withdrawal = Year 1 withdrawal × (1 + inflation rate)
Year N withdrawal = Year 1 withdrawal × (1 + inflation rate)N−1
Monthly income = Annual withdrawal ÷ 12
A critical distinction: the rule does not say "withdraw 4% of whatever your balance is each year." That is a different strategy — the percentage-of-portfolio method — with very different cash flow characteristics. The 4% rule produces a stable, predictable income stream that grows with inflation, just like a salary. It does not fluctuate with market swings.
Year 1 withdrawal: $1,000,000 × 4% = $40,000 ($3,333/month)
Year 2 (3% inflation): $40,000 × 1.03 = $41,200 ($3,433/month)
Year 5: $40,000 × 1.03⁴ = $45,024 ($3,752/month)
Year 10: $40,000 × 1.03⁹ = $52,223 ($4,352/month)
Year 20: $40,000 × 1.03¹⁹ = $70,086 ($5,841/month)
Nominal dollar amounts grow with inflation, but purchasing power stays constant — $40,000 in year 1 buys the same basket of goods as $70,086 in year 20 at 3% annual inflation.
Where the Rule Came From
Bengen's methodology was straightforward: he took every overlapping 30-year period available in U.S. market history — 1926–1956, 1927–1957, and so on through 1992 — and tested whether a retiree who started withdrawing a given percentage would still have money at the end of 30 years. He tested portfolios holding 50% large-cap stocks and 50% intermediate-term Treasury bonds (rebalanced annually) and concluded that 4% was the highest withdrawal rate that never failed in any historical 30-year window, including the Great Depression, the inflation of the 1970s, and the stagflation of the early 1980s.
The Trinity Study, published in 1998 in the AARP Journal (authored by three professors from Trinity University), extended Bengen's analysis. It tested multiple portfolio allocations (ranging from 100% bonds to 100% stocks) and multiple withdrawal rates (3% through 9%) across rolling 30-year periods from 1925 through 1995. The study found that a 4% withdrawal rate from a portfolio containing 50–75% equities had a historical success rate of 95–100% across 30-year periods.
Both studies established the same core finding: a 4% initial withdrawal rate from a balanced equity-bond portfolio has survived every 30-year scenario in U.S. market history, including the worst decades on record. This is a strong empirical foundation, even if it comes with important caveats.
The Primary Risk: Sequence of Returns
The most serious threat to a retirement portfolio is not a sustained low average return — it is a large loss in the early years of retirement before the portfolio has established compounding momentum. This is called sequence-of-returns risk.
Consider two retirees, both starting with $1 million, both averaging 6% annual returns over 30 years. Retiree A has strong returns in years 1–5 and poor returns in years 25–30. Retiree B has poor returns in years 1–5 and strong returns in years 25–30. Despite identical average returns, Retiree A will end up with significantly more money — because withdrawals taken during the early high-loss years permanently remove capital that can no longer compound.
The practical mitigation strategies for sequence risk: keeping one to two years of living expenses in cash or short-term bonds, so poor market years can be weathered without selling equities at depressed prices; maintaining some flexibility to reduce withdrawals temporarily in a prolonged downturn; and having guaranteed income (Social Security, a pension) that covers basic expenses regardless of portfolio performance.
Why Some Researchers Now Suggest 3.3–3.5%
Bengen's and the Trinity Study's analyses were conducted with 20th-century U.S. market data, during which U.S. equities delivered exceptional returns and interest rates allowed bonds to generate meaningful real yields. Researchers who have revisited the question with updated data and more conservative forward-looking assumptions have often concluded that 4% may be too generous for current retirees.
The Morningstar Center for Retirement & Policy Studies has published analyses suggesting that a starting withdrawal rate of approximately 3.3% provides a 90% probability of a 30-year portfolio surviving — lower than the 4% figure derived from historical backtesting. The primary driver is lower expected real bond returns: when bonds yield 2–3%, a portfolio's ability to sustain withdrawals through down equity markets is reduced compared to the 5–6% bond yields that prevailed in several of the historical periods the original studies relied on.
Bengen himself has updated his research, noting that when asset class diversification is broadened beyond large-cap stocks and intermediate Treasuries to include small-cap stocks and other return premiums, the supportable withdrawal rate rises. His updated work suggests a "SAFEMAX" (the maximum safe withdrawal rate in the worst historical case) of approximately 4.5–4.7% under broader diversification. The debate is ongoing in the research literature, with no settled consensus beyond "4% is a reasonable starting estimate, not a guarantee."
The 4% Rule and the 25x Rule Are the Same Equation
The 4% withdrawal rule and the 25x savings target are mathematical inverses. If 4% of your portfolio funds your annual expenses, you need 25 times those expenses saved: 1 ÷ 0.04 = 25. Similarly, if you apply the 3.3% rate, your target is 30× annual expenses (1 ÷ 0.033 = 30).
4.0% withdrawal rate → 25× annual expenses
3.5% withdrawal rate → ~29× annual expenses
3.3% withdrawal rate → ~30× annual expenses
3.0% withdrawal rate → ~33× annual expenses
At $50,000 in annual spending:
4.0% rule: need $1,250,000
3.3% rule: need $1,515,000
3.0% rule: need $1,667,000
The rule you choose to apply depends on your confidence in market returns, your retirement length, how much income flexibility you have, and whether you have Social Security or other guaranteed income that provides a floor below which portfolio withdrawals are not needed.
Using the Rule in Practice
The 4% rule is most useful as a planning framework and a check on whether a target savings number is large enough — not as a rigid prescription to follow without deviation throughout retirement. Most actual retirees adjust their spending based on market performance, life circumstances, and changing needs. Spending often decreases in the later years of retirement as physical activity slows, but healthcare costs tend to increase, partially offsetting that decline.
For a flexible, dynamic withdrawal strategy, some retirees use "guardrails" — they maintain a target withdrawal rate but increase or decrease spending when the portfolio balance rises or falls beyond set thresholds. This preserves the spirit of the 4% rule while adapting to actual market conditions rather than following a fixed historical schedule.
Use our Retirement Savings Calculator to project both the accumulation phase and the drawdown phase of your retirement plan. It shows both the 4% rule monthly income and a full annuity-based drawdown calculation so you can compare approaches. For the accumulation side — how much you need to save to reach your target — see our article How Much Money Do You Need to Retire? and the companion piece on Real vs Nominal Returns.