How to use this calculator
- Click "Historical value" to convert an amount between two calendar years using BLS data, or "Future value" to estimate what today's money will cost at an assumed inflation rate.
- In historical mode, enter the amount and the two years you want to compare. The calculator uses the annual average CPI-U for each year.
- In future mode, enter an amount in today's dollars, the inflation rate you expect, and how many years ahead you want to project.
- Open "Estimate a real (inflation-adjusted) return" to see how an investment return holds up after inflation — for example, a 7% return with 3% inflation.
- Review the equivalent value, cumulative inflation, annual average rate, and the year-by-year chart and table. Export or share your calculation.
How it's calculated
Historical conversions use BLS CPI-U (CPI-U, U.S. city average, all items, not seasonally adjusted, series CUUR0000SA0) annual averages from 1913 to 2025. The formula is equivalent = amount × CPI(to year) ÷ CPI(from year) — the same method the BLS publishes. For example, $100 in 2000 was worth $187 in 2025.
Cumulative inflation is CPI(later year) ÷ CPI(earlier year) − 1, shown as a percentage. From 2000 to 2025, that's 87.0%, or about 2.53% per year on average.
The average annual rate is the compound annual growth rate that produces the cumulative change over the span: (CPI(later) ÷ CPI(earlier))1 ÷ years − 1, shown as a percentage. This is what inflation "averaged" to each year — it accounts for compounding and makes it fair to compare periods of different lengths.
Future projections compound an assumed annual inflation rate using future cost = amount × (1 + rate)years. The purchasing power in today's dollars is the inverse: amount ÷ (1 + rate)years. At 3% inflation a year, $100 of today's goods will cost $134 in 10 years, and $100 held as cash will only buy about $74 of today's goods by then.
The real (inflation-adjusted) return comes from the Fisher equation: (1 + nominal) ÷ (1 + inflation) − 1. A 7% nominal return with 3% inflation works out to about 3.88% after inflation — the portion of your gain that inflation doesn't eat away.
Assumptions
- Historical data uses published BLS CPI-U annual averages, not seasonally adjusted, covering 1913–2025.
- CPI-U measures the price changes paid by urban consumers for a fixed market basket of goods and services. It is not a measure of your personal inflation — your actual price changes depend on what you buy, where you live, and when you buy.
- The calculator works with annual averages only; it does not convert between specific months within a year.
- Future projections assume a constant inflation rate. Real inflation will vary year to year. A 3% assumption is close to the long-run U.S. average (about 3.2% a year from 1913 to 2025, compounded); your actual experience may differ.
- All dollar amounts are converted and compared in nominal terms, not adjusted for other factors like changes in quality or product mix.
Frequently asked questions
What's the difference between CPI-U and the inflation rate I hear on the news?
The inflation rate is the year-over-year percentage change in the CPI. When the news says inflation is 3%, that usually means the CPI is 3% higher than it was a year ago. This calculator shows cumulative inflation (the total change from one year to another) and average annual inflation (what the rate averaged to, compounded, over the span). The CPI-U itself (CPI-U, U.S. city average, all items, not seasonally adjusted) is the price index for urban consumers.
Why does my personal cost of living feel different from the inflation rate?
The CPI-U measures a fixed market basket of goods and services for the average urban consumer. Your personal inflation depends on what you actually buy — housing, food, medical care, gasoline — which may rise or fall differently than the index, and at a different pace. If you eat out a lot and restaurant prices outpace the overall CPI, your food inflation is higher. If you drive less, gasoline's weight in your personal inflation is lower.
What years of CPI data does this calculator cover?
Annual averages from 1913 to 2025, sourced from the U.S. Bureau of Labor Statistics. The data are updated each January after the December CPI release.
Can I use this calculator to convert between specific months, not just years?
No. This calculator uses annual average CPI data only. If you need to convert between specific months, you would need monthly CPI data from the BLS, which publishes both seasonally adjusted and not seasonally adjusted monthly indexes. Annual averages smooth out monthly ups and downs but sacrifice month-level detail.
How accurate is the historical inflation calculation?
The BLS CPI-U is the official measure of inflation and is widely used by economists, policymakers, and the federal government. This calculator applies the published formula exactly. However, CPI-U has limitations: it's based on a fixed basket of goods that doesn't change to reflect consumer preferences, and it may not capture quality improvements in new products. Academic economists debate alternative inflation measures (chain-weighted, hedonically adjusted), and some programs use a different index — Social Security's cost-of-living adjustment, for example, is based on the CPI-W (urban wage earners and clerical workers), not the CPI-U.
What does 'purchasing power change' mean?
Purchasing power is how much your money can buy. The purchasing power change shows what happened to a dollar's buying power between two years. If prices rose 25% between the two years, a dollar in the later year buys only 1 ÷ 1.25 = 80% of what it bought in the earlier year — a 20% drop in purchasing power. That's why the purchasing power change is smaller in size than the cumulative inflation over the same span.
How do I use the real return calculation?
Use it to see what an investment return is worth after inflation. If an investment returned 7% last year and inflation was 3%, your real return (the return you can actually spend without losing purchasing power) was about 3.88%. Simply subtracting (7% − 3% = 4%) is a close approximation; the exact figure from the Fisher equation is 3.88%.
Should I use a 3% inflation assumption for the future?
The historical U.S. average from 1913 to 2025 is about 3.2% a year. But inflation varies: the 1970s and 1980s saw much higher rates, and the 2010s saw much lower rates. For long-term planning (retirement, college savings), many people use 3% as a middle estimate. For very long periods or specific plans, it's worth running the calculator with a range of assumptions — say 2%, 3%, and 4% — to see how sensitive your plan is to inflation.
How is the CPI-U calculated, and why is it 'not seasonally adjusted'?
The BLS surveys prices for a fixed basket of goods and services every month and calculates an index with 1982–84 = 100 as the base. 'Not seasonally adjusted' means the raw price data aren't adjusted to remove predictable seasonal patterns (like gas prices in summer). The annual average is simply the mean of the 12 monthly indexes. You can also find seasonally adjusted CPI data from the BLS, which removes seasonal swings; the inflation calculator uses not seasonally adjusted so that published annual averages are the straight average of the published monthly figures.
Can I use this to adjust my salary or contract prices for inflation?
Yes, many employment contracts and vendor agreements include inflation adjustments tied to the CPI. If you have a 2% annual raise and inflation is 3%, your real wage declined. Use the calculator to see what wage or price adjustment you'd need to keep pace with inflation — or to argue for a cost-of-living adjustment. Note that wage and price law sometimes specifies a particular CPI series or month; always check your agreement or local law.
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Disclaimer: This calculator provides estimates for educational purposes only and is not financial, tax, or legal advice or an offer of credit. Actual payments depend on your lender, loan terms, taxes, and insurance. Consult a qualified professional before making financial decisions.