UltimateTools
Money & Finance

What Money From the Past Is Worth Today, Explained

An inflation calculator converts a past amount into today's equivalent purchasing power by compounding an assumed or historical inflation rate over the number of years between the two dates — the same underlying compound-growth math used for investment growth, just applied to the general price level instead of an account balance.

"What would $X from back then be worth today" is really a compound-growth question in disguise, using inflation instead of an investment return as the growth rate.

The mechanics, illustrated with an assumed rate

Using an illustrative assumed average inflation rate of 3% per year (a commonly cited long-run average, not a claim about any specific historical period), $100 from 20 years ago would need to become roughly $181 today to represent the same purchasing power — the same compounding formula used for investment growth, applied here to rising prices instead of a growing balance.

A real inflation calculator typically uses actual historical price index data for past years rather than a flat assumed rate, which is more accurate but follows the same underlying compounding principle.

Why this matters beyond curiosity

Understanding this conversion is genuinely useful for comparing a past salary, a historical price, or an old savings goal to today's terms fairly — a $50,000 salary from decades ago isn't directly comparable to a $50,000 salary today without adjusting for how much prices have risen in between.

Frequently asked questions

Does inflation affect all prices equally?

No — a general inflation rate is an average across many goods and services, while individual categories (housing, healthcare, electronics) can rise faster or slower than that average, sometimes considerably, over any given period.

Is 3% a realistic long-run inflation assumption?

It's a commonly used illustrative long-run average figure, but actual inflation varies meaningfully year to year and by country — for a precise historical calculation, using actual recorded price index data for the specific years involved is more accurate than any single assumed flat rate.