US Inflation Calculator (CPI-U)

What did a dollar buy in 2000 versus today? This calculator shows the purchasing-power equivalent of any historical dollar amount. Enter an amount, a from-year, and a to-year; it applies the official Bureau of Labor Statistics CPI-U (Consumer Price Index for Urban Consumers) to compute what that money is worth in equivalent terms. The calculator covers 1980 through 2024 using actual annual average CPI data. Results reveal inflation's cumulative impact: $1,000 in 2000 is equivalent to roughly $1,700 in 2024, a 70% erosion of purchasing power over 24 years. A year-by-year table shows the equivalent value in each intermediate year and total inflation to date. This is essential context for understanding wage increases, real estate appreciation, and investment returns. Nominal gains that seem impressive (a house bought for $100,000 in 1990 now worth $400,000) become less impressive when you account for the declining value of the dollar. Conversely, seemingly small investment returns (2% on savings when inflation is 3%) represent real losses. Use this whenever comparing historical prices, wages, or values to today's dollars.

$1,000 in 2000 is equivalent to -- in 2024, a total inflation of --% over that period.

Data: BLS CPI-U annual averages (1982-84=100). Source: Bureau of Labor Statistics, CPI, as at 13 June 2026.

Dollar amount to adjust for inflation
Year of the original amount
Target year for equivalent value
Inflation-adjusted value--
Total inflation--
Annualized inflation rate--
CPI in from year--
CPI in to year--

Year-by-year equivalent values

What the original amount is worth in each year between the two selected years.

Year CPI-U index Equivalent value Cumulative inflation
Calculating...

How the inflation adjustment is calculated

This calculator uses the official BLS CPI-U annual average index values. The adjusted value is calculated by multiplying the original amount by the ratio of the CPI-U in the target year to the CPI-U in the source year. The same methodology is used by the BLS's own online inflation calculator at bls.gov/data/inflation_calculator.htm.

adjusted = original x CPI_DATA[toYear] / CPI_DATA[fromYear]
total inflation % = (CPI_DATA[toYear] / CPI_DATA[fromYear] - 1) x 100
annualized rate = (CPI_DATA[toYear] / CPI_DATA[fromYear])^(1 / years) - 1

Worked example

$1,000 in 2000, adjusted to 2024:

  1. CPI-U 2000 = 172.2; CPI-U 2024 = 313.5
  2. Adjusted = 1,000 x 313.5 / 172.2 = $1,820.56
  3. Total inflation = (313.5 / 172.2 - 1) x 100 = 82.06%
  4. Annualized rate = (313.5 / 172.2)^(1/24) - 1 = 2.53% per year

Inflation calculator: frequently asked questions

What is the CPI-U and how is it measured?

The CPI-U (Consumer Price Index for All Urban Consumers) is the most widely used measure of US inflation. It tracks the average change in prices paid by urban consumers for a representative basket of goods and services, including food, housing, apparel, transportation, medical care and education. The Bureau of Labor Statistics (BLS) publishes CPI-U data monthly at bls.gov/cpi. The index is expressed relative to the 1982-84 average, which is set to 100.

What is inflation and why does it matter?

Inflation is the rate at which the general level of prices for goods and services rises over time, eroding the purchasing power of money. A dollar today buys less than a dollar did in 1990. Inflation matters for savings because money held in a low-interest account may lose real value if the account's interest rate is below the inflation rate. It matters for long-term financial planning because a retirement income that seems adequate today may buy substantially less 20 or 30 years from now.

How does the BLS calculate the Consumer Price Index?

The BLS collects approximately 80,000 price quotes each month from retail and service establishments across 75 urban areas. These prices are weighted by their share of consumer spending, based on the Consumer Expenditure Survey. The BLS publishes detailed methodology at bls.gov/cpi/questions-and-answers.htm. The CPI-U covers approximately 93% of the US population, making it the broadest of the several CPI measures.

Why does inflation matter for investing?

Inflation reduces the real (purchasing-power-adjusted) value of investment returns. If your portfolio returns 5% nominally but inflation is 3%, your real return is approximately 1.94% (using the Fisher equation). Over long periods, even modest inflation compounding means an investment that appears to have grown substantially may have gained very little in real terms. The SEC and CFPB both recommend factoring inflation into long-term financial plans.

What is the difference between real and nominal returns?

A nominal return is the raw percentage gain before adjusting for inflation. A real return adjusts for inflation to show how much purchasing power actually increased. For example, if you earned 7% nominally in a year when inflation was 4%, your real return was approximately 2.88%: (1.07 / 1.04) - 1. The Federal Reserve's target inflation rate of 2% means that even in low-inflation environments, a meaningful share of nominal investment gains is absorbed by rising prices.

Which years had the highest inflation in the US?

Based on BLS CPI-U data, the highest annual inflation years in the data series available here include 2022 (when CPI-U rose from 280.1 to 292.7, approximately 8.0% for the year), 2021 (approximately 4.7%), and 1980 (approximately 13.5% based on the index rise from 72.6 to 82.4). The 1970s were broadly a high-inflation decade. More recently, inflation accelerated sharply in 2021 and 2022 following pandemic-era supply disruptions and stimulus spending.

Official sources

Reviewed by the CalculatorHub team, edited by James Graham, 13 June 2026. See our methodology. General information only. CPI data from BLS; coverage 1980-2024 annual averages.