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Inflation-adjusted savings calculator

What your savings target is worth in today's dollars — nominal vs real returns, purchasing power erosion, and adjusted goal.

Inflation-adjusted shortfall

Real projected balance: $636,700 (today's $)

Nominal goal (inflation-adjusted)

$1,000,000 today × (1+3%)^20

Purchasing power of $1,000,000 in 20 yrs

In today's dollars at stated inflation rate

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  • Nominal return7.00%
  • Real return (Fisher equation)3.88%
  • Nominal FV (portfolio)$931,403
  • Real FV (today's purchasing power)$636,700
  • Goal (today's dollars)$1,000,000

Inflation-adjusted savings — what your money will actually be worth

Most savings calculators show you the nominal future value of your account — a satisfying large number that ignores a critical reality: inflation silently reduces purchasing power every year. A plan that targets $1M without accounting for inflation may leave you significantly short of your actual lifestyle goals.

The inflation erosion demonstration

At 3% inflation (close to the US long-run average since 1926):

  • $1M in 20 years ≈ $553k in today's purchasing power
  • $1M in 30 years ≈ $412k in today's purchasing power
  • $1M in 40 years ≈ $307k in today's purchasing power

A $5,000/month budget in today's dollars requires $9,031/month in 20 years at 3% inflation. Targeting $5,000/month in retirement without this adjustment means running out of money roughly twice as fast as planned.

Nominal vs. real returns — the Fisher equation

Your investment return has two components: the real return (genuine increase in purchasing power) and the inflation component (compensation for rising prices). Irving Fisher formalized this in 1930: the relationship between nominal and real rates is multiplicative, not additive.

Fisher equation: (1 + nominal) = (1 + real) × (1 + inflation), or equivalently: real = ((1 + nominal) / (1 + inflation)) − 1.

At 8% nominal return with 3% inflation: real = (1.08 / 1.03) − 1 = 4.854%, not 5.0%. Over 30 years, this 0.15% difference compounds to a meaningful amount — and the error grows with the inflation assumption.

Why your savings rate matters more than returns (in accumulation)

Research on wealth accumulation consistently shows that for most working-age savers, the savings rate (percentage of income saved) explains far more variation in outcomes than investment returns. Consider:

  • Saver A: 15% savings rate, 6% nominal return over 30 years → accumulates 10.4× annual salary
  • Saver B: 10% savings rate, 8% nominal return over 30 years → accumulates 8.8× annual salary

The lower-returning saver with a higher savings rate wins. You control your savings rate; you don't control market returns.

Sequence-of-returns risk

In the withdrawal phase of retirement, the order in which returns occur matters enormously. A retiree who encounters a bear market in years 1–3 of retirement may deplete their portfolio in 20 years even if the long-run average return was the same as a retiree who experienced the bear market in years 18–20. This is because early withdrawals sell shares at depressed prices, permanently reducing the base for future recovery.

The Bengen (1994) research established the 4% safe withdrawal rule — a retiree withdrawing 4% of initial portfolio (inflation-adjusted) has historically not run out of money over 30+ years using a 50–75% equity allocation. At 3% inflation, 4% withdrawal from $1M = $40,000/year in year 1, increasing to $72,000/year by year 25.

Inflation hedges: I-Bonds and TIPS

Treasury I-Bonds pay a fixed rate plus the CPI-U inflation rate, adjusted semi-annually. The inflation protection is direct — if CPI rises 8%, your I-Bond yield rises to 8%+. Purchase limit: $10,000/year electronically (plus $5,000 from tax refund). I-Bonds must be held at least 1 year; held 5+ years avoids the 3-month interest penalty. Available at TreasuryDirect.gov.

TIPS (Treasury Inflation-Protected Securities) are marketable bonds whose principal adjusts with CPI. A TIPS's coupon is applied to an inflation-adjusted principal, so income rises with inflation. Held in taxable accounts, TIPS create a "phantom income" problem — you owe taxes on the inflation adjustment annually even though you haven't received cash. Best held in IRAs or tax-deferred accounts.

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