Inflation Calculator

Compare what money was worth between any two dates, using real U.S. CPI data.

Details

$

Based on the U.S. CPI-U (All Urban Consumers), covering 19132026-06. “Avg” uses the year's average index so far.

Value in Jun 2026

$16,566

$10,000 in Avg 2006

Change in value

+$6,566

Percent change

+65.7%

CPI, Avg 2006

201.6

CPI, Jun 2026

334

This converts an amount of money between years, so you can see what a past sum is worth today or what a future sum will really buy.

It works in both directions and shows the total change as well as the annual rate behind it.

How inflation changes what money is worth

Inflation is the rate at which prices rise, which means it is also the rate at which money loses buying power. The dollar amount in your account stays the same; what it buys does not.

Two questions matter, and they run in opposite directions. Looking back: what would a past amount be worth in today's money? Looking forward: what will a future amount actually buy?

The forward one is the one people skip, and it is the one that changes decisions. At 3% a year, $100,000 in twenty years buys what $55,368 buys today. A retirement projection that ignores this is overstating itself by nearly half.

$100,000 and twenty years of 3% inflation
$100,000in 20 years
buys
$55,368of today's goods
so you need
$180,611to match $100,000 today

Both figures come from the same 3% rate, read in opposite directions. Nearly half the buying power disappears over twenty years without any bad decision being made.

What to enter

Amount
The sum to convert. It can be a price, a salary or a savings balance.
Start and end year
Which direction you are converting. Past to present uses actual measured inflation; present to future uses an assumption.
Inflation rate
For forward projections. 2-3% is the usual planning range, and the Federal Reserve targets 2% over the long run.

What this assumes

Forward projections use one steady rate. Real inflation varies a lot year to year, and has run both far above and below 3% within living memory.

Average inflation is not your inflation. The measured basket may look nothing like what you actually spend money on.

How to calculate the effect of inflation

It is compound growth applied to prices. The only choice is which direction you are running it.

future value = present × (1 + i)ⁿ; buying power = future ÷ (1 + i)ⁿ
i
Annual inflation rate as a decimal
n
Number of years
  1. Decide which direction you need. Converting a past amount to today, or working out what a future amount will buy. The arithmetic is the same operation inverted.

  2. Pick a rate. For historical conversions use measured CPI data. For projections, 2-3% is a reasonable planning range.

  3. Compound across the years. Multiply to go forward, divide to find buying power. Twenty years at 3% is a factor of 1.806.

  4. Check your real return. Subtract inflation from any investment return. A 7% nominal return against 3% inflation is a real return of 3.88%, which is what your money actually gains.

See a worked example: a retirement number that is smaller than it looks
Target
$100,000 a year in 20 years
Inflation
3% a year

Buying power: $100,000 ÷ (1.03)²⁰ = $55,368 in today's money.

To actually have $100,000 of today's buying power, you would need $180,611.

At 3%, prices double in about 23.4 years, which the rule of 72 approximates as 24.

A salary is the same story. $50,000 today needs to be $67,196 in ten years just to stand still.

$100,000 then buys $55,368 of today's goods

Frequently asked questions

Problems people actually run into

Planning retirement in today's dollars

A target of $1 million sounds substantial, and in twenty years at 3% inflation it buys what $553,676 buys today.

Either inflate the target forward or keep every figure in today's money consistently. Mixing the two, which is the usual error, produces a plan that looks funded and is not.

Judging savings accounts on the headline rate

A savings account paying 2% while inflation runs at 3% is losing 1% of buying power a year, even though the balance is rising.

Compare any rate against inflation, not against zero. A growing balance that buys less each year is still going backwards.

Results are estimates for general information only and are not professional financial, medical, or legal advice. Read our full disclaimer.

Sources

Last updated: September 4, 2026