Inflation Calculator

Future cost and purchasing power at an inflation rate you choose, or the average inflation rate between two prices.

  • Runs in your browser
  • Free, no sign-up
Calculation
I want to find

Your own estimate; the default is an example

Currency

Changes the symbol and number format only. No exchange rates are applied.

Results

Future cost
$134.39
$100.00 today, in 10 years
Total price rise
34.39%
Prices double every 23.4 years
Purchasing power lost
25.59%
Each $1.00 buys $0.74 of today's goods
Today's value of that sum
$74.41
$100.00 received in 10 years

Year by year

  • Future cost
  • Purchasing power
0501001502000369
Inflation by year
YearFuture costPurchasing powerTotal rise
1$103.00$97.093%
2$106.09$94.266.09%
3$109.27$91.519.27%
4$112.55$88.8512.55%
5$115.93$86.2615.93%
6$119.41$83.7519.41%
7$122.99$81.3122.99%
8$126.68$78.9426.68%
9$130.48$76.6430.48%
10$134.39$74.4134.39%
The calculator compounds one average rate every year. Real inflation changes from year to year and differs between goods. For past prices, use your country's official consumer price index (for example the US BLS CPI or the ABS CPI in Australia).

This calculator produces an estimate from the figures you enter. It is not financial, tax or legal advice.Full disclaimer

What does Inflation Calculator do?

Inflation calculator: find what something will cost in future, what money will be worth in today’s terms, or the average inflation rate between two prices.

Price
Free
Account
Not required
Processing
Entirely in your browser; your data and files are not uploaded
Works on
Any modern browser on desktop, tablet or phone
Category
Financial Calculators

How to use the inflation calculator

  1. Choose what to find: future cost, purchasing power, or the inflation rate between two prices.
  2. Enter the amount (or the earlier and later prices) and the number of years.
  3. For future cost and purchasing power, enter an average annual inflation rate.
  4. Read the result, the total price rise, the doubling time and the year by year table.

Worked example

$100 at 3% inflation for 10 years

Something costing $100 today would cost $100 × 1.0310 = $134.39 in 10 years, a 34.39% rise. Seen the other way, $100 received in 10 years would buy what $74.41 buys today. At 3% a year prices double in about 23.4 years. Entering $100 and $134.39 over 10 years gives back an average rate of 3.00%.

How it works

Future cost = C × (1 + i)t. Purchasing power in today’s money = A ÷ (1 + i)t. Average inflation between two prices = (later ÷ earlier)1/t − 1. Doubling time = ln 2 ÷ ln(1 + i). The rate i is the average annual rate you enter, compounded yearly.

Assumptions

  • One constant average rate applies every year; the default 3% is an example, not a forecast.
  • No official price index data is built in. For historical prices use your country’s official consumer price index.

Frequently asked questions

What inflation rate should I use?

For planning, many people use their central bank’s target or a recent long-run average for their country. For past periods, look up the official consumer price index from the national statistics agency (for example the US Bureau of Labor Statistics or the Australian Bureau of Statistics).

What is purchasing power?

How much a sum of money can buy. With inflation, the same amount buys less over time, so future dollars are worth less in today’s terms.

Why doesn’t 3% for 10 years equal 30%?

Inflation compounds: each year’s rise applies to prices that already rose, so 3% a year for 10 years is a 34.39% total rise.

Limitations

  • Uses a single rate you choose, not official CPI history.
  • Individual prices (rent, food, wages) can rise much faster or slower than average inflation.