Real ending value (today dollars)
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Real ending value of a savings balance when the yield is below (or above) inflation.
Page updated 2026-09-14.
Real ending value (today dollars)
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Nominal ending value
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Real annual rate
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$20,000 earning a 4.2% nominal annual yield over 8 years grows to $27,795.32 in account-statement dollars. But against 3% annual inflation, that same growth is only worth $21,941.89 in today's purchasing power -- a real annual return of just 1.17%, far below the 4.2% the account statement shows.
That gap between nominal (27,795.32) and real (21,941.89) is the entire point of this calculator: a savings account can show consistent growth on paper while barely outpacing, or even losing to, inflation in terms of what that money can actually buy.
Real annual rate isn't simply nominal minus inflation (4.2% - 3% = 1.2%) -- it's calculated by comparing the actual compounded nominal and real ending values, which is why the result (1.17%) is slightly below that simple subtraction.
Nominal yield minus inflation, compounded. Not FDIC or product advice. A savings account advertising 4.2% APY sounds attractive until you compare it to inflation -- at 3% inflation, the real growth rate of 1.17% is what actually determines whether your money is gaining or losing ground.
This gap narrows or reverses entirely depending on the rate environment: when inflation runs above the account's nominal yield, the real rate goes negative even though the account balance keeps growing every month.
Principal and years must both be greater than zero for the compounding math to run.
If 4.2% isn't the best rate available, comparing several accounts' nominal APY side by side is a faster first step -- the High-Yield Savings APY Comparator does that directly.
For the reverse view of this same erosion -- what a fixed dollar amount is worth later without any interest offsetting it -- see the Inflation Adjusted Purchasing Power Calculator.
Because 3% annual inflation is compounding against the account's growth for all 8 years. The nominal figure is what your statement will show; the real figure adjusts that down to what it can actually buy in today's dollars.
Because both the nominal growth and the inflation erosion compound over 8 years rather than applying once. The compounded real rate (1.17%) comes out slightly below the simple subtraction, and that gap widens with more years or a bigger rate difference.
No. Nominal yield minus inflation, compounded. Not FDIC or product advice. Enter any account's stated APY in the yield field -- the calculator doesn't reference a specific product or institution.
The real annual rate comes out negative, meaning the account balance still grows in nominal dollars every year, but loses purchasing power overall. That's a real scenario during high-inflation periods even for accounts paying a competitive nominal rate.
Either is reasonable as a planning input, but since neither is guaranteed for the full period, it's worth running the calculator at a couple of different inflation assumptions (for example, 2% and 5%) to see a range of real-return outcomes rather than trusting a single rate.
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