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CalcTortoise

Inflation Calculator

See what money from any year since 1927 is worth in today’s dollars — and what today’s prices could look like down the road.

Written by the CalcTortoise editorial team · How we work

US prices rose 3% a year on average from 1928 to 2025.

years

Year by year

YearCostBuying power (today’s money)
Year 1$1,030$971
Year 2$1,061$943
Year 3$1,093$915
Year 4$1,126$888
Year 5$1,159$863
Year 6$1,194$837
Year 7$1,230$813
Year 8$1,267$789
Year 9$1,305$766
Year 10$1,344$744
Year 11$1,384$722
Year 12$1,426$701
Year 13$1,469$681
Year 14$1,513$661
Year 15$1,558$642
Year 16$1,605$623
Year 17$1,653$605
Year 18$1,702$587
Year 19$1,754$570
Year 20$1,806$554

How to use this calculator

  1. Choose “Past years” to convert dollars between any two years since 1927.
  2. Choose “Future cost” to project today’s prices forward at a rate you pick.

Frequently asked questions

What is $1,000 from 1990 worth today?

About $2,423 in 2025 dollars. Prices rose 142% over that stretch — roughly 2.6% a year.

How much will things cost in the future?

At 3% inflation, something that costs $1,000 today will run about $1,806 in 20 years.

How has inflation changed the value of a dollar over the long run?

$100 in 1950 buys what $1,297 buys in 2025.

Where does the data come from?

The Consumer Price Index for All Urban Consumers (CPI-U) from the Bureau of Labor Statistics, via the St. Louis Fed’s FRED database, 1928–2025, December to December.

Sources and method

Standard compound-interest formulas, tested against worked examples. Nothing here depends on outside data; the rates you type in are your own assumptions.

No outside data is used. The numbers you type in are the only inputs.

Page and formula last reviewed . How we calculate · Editorial policy · Corrections and change log

Last updated 10 October 2026. For information only — not financial advice. Check the final figures with your lender or bank.