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Investment
A 10% return sounds great — but with 3% inflation, you only gained 7% in purchasing power. Real returns tell the truth.
By FreeCalculators Editorial · Published 2026-09-01 · Updated 2026-09-04 · 4 min read · 998 words
A nominal return is the percentage your account grew. A real return is what that growth bought after inflation. The two differ by more than most investors assume: at 3% inflation, a 10% nominal return is a 6.8% real return, and over thirty years that gap is the difference between a portfolio that funds a retirement and one that funds a shorter one. Every long-range plan should be built in real terms.
The common shortcut is to subtract inflation from the nominal return. That approximation is close at low rates and drifts as rates rise. The exact relationship divides the growth factors rather than subtracting the rates.
Exact real return versus the subtraction shortcut (2026)
Nominal return = 10.0% Inflation = 3.0% Shortcut = 10.0% - 3.0% = 7.00% Exact formula = (1 + nominal) / (1 + inflation) - 1 = 1.10 / 1.03 - 1 = 1.06796 - 1 = 6.80% Error in the shortcut = 0.20 points At higher inflation the error grows: Nominal 12%, inflation 8% Shortcut = 4.00% Exact = 1.12 / 1.08 - 1 = 3.70% Error = 0.30 points
A 0.20 point error compounds. Over thirty years, planning at 7.0% real instead of 6.8% overstates the ending balance by roughly 6%, which on a projected 1.5 million dollar portfolio is 90,000 dollars of retirement funding that was never there.
The Bureau of Labor Statistics publishes the Consumer Price Index monthly, and it is the series most financial plans and inflation-linked securities are indexed against. It measures a basket of goods and services for urban consumers, which means your personal inflation rate can differ substantially if your spending is concentrated in categories rising faster than the average.
Healthcare and higher education have historically risen faster than the overall index, while consumer electronics have fallen. A retiree with heavy medical spending faces a higher effective inflation rate than a household whose largest expense is a fixed-rate mortgage payment.
| Asset | Long-run nominal return, roughly | Long-run real return, roughly | Behaviour when inflation rises |
|---|---|---|---|
| US equities | 9% to 10% | 6% to 7% | Poor short term, recovers over years |
| Long Treasury bonds | 5% to 6% | 2% to 3% | Worst hit — fixed coupons lose value |
| Intermediate Treasuries | 4% to 5% | 1.5% to 2.5% | Moderate loss, reinvests at higher rates |
| Inflation-linked bonds | Tracks CPI plus a real yield | Roughly the stated real yield | Principal adjusts with the index |
| T-bills and cash | Tracks the short-term rate | Near zero | Repriced quickly, small real loss |
| Real estate | 8% to 9% | 4% to 5% | Rents adjust, fixed-rate debt helps |
Three deductions separate a headline return from what you keep. Applying them in the right order matters, because tax is levied on the nominal gain rather than the real one — you owe tax on inflation.
From a 9% headline to what you keep (2026)
Nominal total return = 9.0% Advisory fee = 0.9% After fees = 8.1% Taxable distributions = 2.0% of assets Tax at 20% combined = 0.4% drag After tax nominal = 7.7% Inflation = 3.0% Real after-tax return = 1.077 / 1.03 - 1 = 4.56% The headline was 9.0%. The planning number is 4.6%.
Convert your own nominal figures using the total return calculator, then check what a given inflation rate does to purchasing power over your horizon with the inflation calculator. Any projection stated in nominal dollars thirty years out is overstating what the money will buy.
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How this guide was created
This guide was written and reviewed by FreeCalculators Editorial, drawing on published formulas, official government sources, and real calculator outputs from our 4 calculators in this category. Every claim is sourced; every formula is auditable. Read our review policy.