Inflation Calculator

Find out what a dollar amount from any year between 1913 and 2025 is worth in another year. The calculator uses the official Consumer Price Index (CPI-U) annual averages from the U.S. Bureau of Labor Statistics and shows the equivalent amount, the total inflation and the average yearly rate.

The year the money is from.
Any year from 1913 to 2025, the latest full year of official data.
Value in 2025 dollars$186.96
Cumulative inflation86.96%
Average annual inflation2.53%
CPI-U, 2000 annual average172.2
CPI-U, 2025 annual average321.943
Price level, 2025 vs 20001.87×
Years between25
$100.00 in 2025, in 2000 dollars$53.49

$100.00 × 321.943 ÷ 172.2 = $186.96. Inflation figures run from 2000 to 2025. Source: BLS CPI-U annual averages, series CUUR0000SA0 (1982–84 = 100), 1913–2025.

$100.00 from 2000 in selected years
YearCPI-UValue of $100.00 (2000)Inflation that year
19139.9$5.75—
192020.0$11.6115.61%
193016.7$9.70-2.34%
194014.0$8.130.72%
195024.1$14.001.26%
196029.6$17.191.72%
197038.8$22.535.72%
198082.4$47.8513.5%
1990130.7$75.905.4%
2000172.2$100.003.36%
2010218.056$126.631.64%
2020258.811$150.301.23%
2021270.970$157.364.7%
2022292.655$169.958%
2023304.702$176.954.12%
2024313.689$182.172.95%
2025321.943$186.962.63%

Calculated on your device · formulas checked against known results · How we test

How to use the inflation calculator

  1. Amount — the dollar figure to convert: an old price, a salary, a savings balance.
  2. From year — the year that amount belongs to.
  3. To year — the year you want it expressed in. Pick a later year to adjust an old price for inflation, or an earlier year to see what today's money would have been worth back then.

The big number is the equivalent amount. Below it you'll find the cumulative inflation between the two years, the average annual rate, the index values used and a table of selected years.

The formula

Adjusting for inflation is a ratio of price levels:

Value in year B = Amount × CPIB ÷ CPIA

Cumulative inflation is CPIB ÷ CPIA − 1. The average annual rate is the steady yearly rate that produces the same total: (CPIB ÷ CPIA)1/n − 1, where n is the number of years. It's the same ratio method used by the BLS's own CPI Inflation Calculator — we checked two of its monthly conversions against the published index values. That tool compares single months; this one compares full-year averages.

Worked example

Take a $50,000 salary in 2000. The CPI-U averaged 172.2 in 2000 and 321.943 in 2025, so 50,000 × 321.943 ÷ 172.2 = $93,479. Prices rose 86.96% over those 25 years, an average of 2.53% a year. Someone still earning $50,000 in 2025 could buy only about 53% of what that salary bought in 2000.

What $100 from past years is worth in 2025

YearCPI-U$100 in 2025 dollarsAverage inflation per year since
19139.9$3,251.953.16%
192020.0$1,609.722.68%
193016.7$1,927.803.16%
194014.0$2,299.593.76%
195024.1$1,335.863.52%
196029.6$1,087.653.74%
197038.8$829.753.92%
198082.4$390.713.07%
1990130.7$246.322.61%
2000172.2$186.962.53%
2010218.056$147.642.63%
2020258.811$124.394.46%

Where the data comes from

The index is the Consumer Price Index for All Urban Consumers (CPI-U), U.S. city average, all items, not seasonally adjusted — BLS series CUUR0000SA0, with 1982–84 = 100. The BLS says the CPI-U population makes up over 90 percent of the U.S. population. We use the annual averages exactly as published for 1913 through 2025, retrieved from the BLS in October 2026. Two quirks: values before 2007 are published to one decimal place, and the BLS did not collect October 2025 prices because of the 2025 lapse in federal appropriations, so the 2025 annual average is the mean of the other 11 months. A year is added once its full annual average is published.

A century of price changes

Things to keep in mind

Frequently asked questions

How much is $1 from 1913 worth today?

Using the 2025 annual average, $1 from 1913 is worth $32.52: the CPI-U rose from 9.9 to 321.943. That is average inflation of 3.16% a year over 112 years.

Why doesn’t my result match the BLS calculator exactly?

The BLS CPI Inflation Calculator compares one month with another month. This calculator compares whole-year averages, which smooths out seasonal swings. Both use the same CPI-U series and the same ratio, so results are close but not identical.

Can I calculate inflation for 2026?

Not yet. An annual average exists only after December prices are published, usually in January of the following year. Until then the latest complete year is 2025.

What is a normal inflation rate?

The Federal Reserve aims for 2 percent a year over the longer run, measured with a different index (PCE prices). Over 1913–2025 the CPI-U averaged 3.16% a year.

Does the calculator handle deflation?

Yes. If prices fell between the two years, the cumulative inflation is negative and the equivalent amount is smaller. For example, $100 in 1929 equals $76.02 in 1933 dollars.

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Last updated: October 8, 2026

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