Saving & investing
What Is Real Rate of Return? Inflation-Adjusted Example
Real rate of return measures how much an investment’s purchasing power changes after adjusting its nominal return for inflation over the same period.
Also called: Inflation-adjusted return; Real return.
How it works
Nominal return describes the change in money value. Real return asks how much more or less that money can buy. A positive nominal return can still mean a loss of purchasing power when prices rise faster. An expected real return uses assumed inflation; a realized real return uses inflation measured over the investment period.
Real return = (1 + nominal return) / (1 + inflation rate) − 1
Use decimal rates covering the same period. Subtracting inflation from nominal return is a convenient approximation, not the exact calculation.
An 8% return with 3% inflation
An investment of $1,000 earns a hypothetical 8% over one year, while the price level rises 3%.
- Nominal ending value: $1,000 × 1.08 = $1,080.
- In starting-year purchasing power: $1,080 / 1.03 ≈ $1,048.54.
- Real return: 1.08 / 1.03 − 1 ≈ 4.8544%.
Purchasing power rises about 4.85%, rather than the 5% given by simple subtraction.
One year; the return and inflation rate cover the same dates. This example excludes taxes and fees.
Try these example inputsAfter inflation does not automatically mean after tax
State whether the nominal return includes fees and taxes before comparing real returns. A broad price index also measures an average basket, so your own spending costs may change differently. Future inflation and returns are assumptions, not known outcomes.
Explore with a calculator
- Real Return Calculator
Convert nominal and real rates or project purchasing power under entered assumptions.
- Inflation Calculator
Explore price-level changes and review the tool’s historical-data coverage.
Sources and checks
- St. Louis Fed: Adjusting for Inflation
- OpenStax: Nominal versus Real Interest Rates and the Fisher Relationship
Definition and example arithmetic checked . Sources explain the concepts; numerical examples use the assumptions stated above.
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