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Inflation Calculator

See how the buying power of the U.S. dollar changes over time. Enter an amount and two years to find out what a sum from the past is worth in today's money, based on the Consumer Price Index.

Maintained by Jairo TunisseLast updated Editorial policy

Amount & years

1913–2026

1913–2026

How we calculated this

We scale your amount by the ratio of the Consumer Price Index (CPI-U annual average) in the two years. The 2026 figure is an estimate built from the monthly CPI values published so far this year.

value_end = amount x (CPI_end / CPI_start)

Worked example (default inputs)

CPI 1995 = 152.4 CPI 2026 = 331.655 value = $1,000 × (331.655 ÷ 152.4) = $2,176.21 prices rose 117.6% — about 2.54% a year

A dollar does not hold still. Because prices tend to rise over time, the same amount of money buys a little less each year. This inflation calculator uses the Consumer Price Index to translate a sum from one year into its equivalent purchasing power in another.

What the Consumer Price Index measures

The CPI, published monthly by the Bureau of Labor Statistics, tracks the average price of a fixed basket of goods and services that a typical urban household buys — housing, food, transportation, medical care, and more. When the index rises from one year to the next, that increase is inflation. Converting between two years is a matter of comparing their index values: divide the ending year's CPI by the starting year's, and multiply your amount by the result. To project growth rather than lost value, use the compound interest calculator.

Why purchasing power matters

Inflation quietly erodes savings and fixed incomes. A salary that felt comfortable in 1995 would need to be roughly twice as large in 2026 just to buy the same lifestyle. Understanding this helps you evaluate old prices, set retirement targets, and judge whether a raise actually keeps pace with the cost of living rather than merely looking bigger on paper.

Reading the results

The calculator reports the equivalent value, the total inflation over the period, and the average annual rate that compounds to that total. The annual figure is usually a modest single-digit number, but small percentages stack up: a steady 2.4% a year roughly doubles prices over three decades. Historical CPI values are fixed, so past conversions are exact, while any future year is an estimate based on projected inflation.

More worked examples

What $100 from 1980 is worth today: the CPI-U annual average was 82.4 in 1980 and 321.943 in 2025. Enter $100, 1980 and 2025, and the result is $390.71. Prices rose 290.7% over that period, an average of 3.07% a year.

Comparing a salary: a $50,000 salary in 2000 needed to be $93,479.38 in 2025 to buy the same basket of goods, based on CPI-U values of 172.2 and 321.943. Prices rose 87% in total, or 2.53% a year on average.

Going backward: set the ending year earlier than the starting year to see what today's money would have been worth in the past. $20 in 2025 corresponds to $2.41 in 1970, when the CPI-U averaged 38.8.

When to use this calculator

Use it to put an old price, wage, or savings balance into today's dollars, to check whether a raise kept pace with prices, or to compare historical figures in a report on equal terms. Because it uses annual averages, it answers year-to-year questions; it does not show month-to-month changes.

Common mistakes

Treating the national CPI-U as your personal inflation rate is the biggest one: your own costs depend on where you live and what you buy. Another is mixing up the direction of the comparison; check that the starting year is the year the original amount comes from. Results for the current year rely on the partial-year CPI estimate described above, so they can move when the full-year average is published.

Reading the result panel

Alongside the adjusted amount, the panel lists total inflation between the two years, the cumulative price change in dollars, the average annual inflation rate, and the CPI-U values used for each year. Figures marked as estimates use the partial-year CPI described above.

Frequently asked questions

How does the inflation calculator work?

It multiplies your amount by the ratio of the ending year's CPI to the starting year's CPI, which converts the sum into equivalent purchasing power.

What is CPI?

The Consumer Price Index is a government measure of the average price of a typical basket of consumer goods and services, used to gauge inflation.

Why is my old salary worth so much more today?

Because prices have risen, it takes more dollars now to buy what fewer dollars bought before. The calculator scales the amount up by cumulative inflation.

Is the average annual rate the same every year?

No. Inflation varies year to year. The average annual rate is the single steady rate that would compound to the same total change over the period.

Can I calculate future values?

You can, but future years rely on projected inflation rather than published CPI data, so treat those results as estimates.