Calculyn

Inflation Calculator

See how inflation changes the value of money over time.

$
%
yrs

Results update as you type.

Cost of the same things in 10 years

$1,344
Buying power of today's amount
$744
Total price increase
34.4%

Projections are hypothetical and not investment advice. Real returns vary year to year and can be negative.

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How to calculate inflation

Future cost = Amount × (1 + i)ᵗ
Future buying power = Amount ÷ (1 + i)ᵗ

Worked example. Cost of the same things in 10 years: $1,344.

Example inputs — Amount today: $1,000; Average inflation rate: 3%; Years: 10 yrs. Starting values are illustrative.

From George Guju, founder of Calculyn · Educational calculator guidance, not professional advice.

How it works

Inflation compounds each year, so prices rise faster over long periods than a simple multiplication suggests. The same logic shows how much less today's money will buy later.

Using the inflation estimate

An inflation calculator answers two related questions: what a basket of goods could cost later, and how much purchasing power a fixed amount of cash could retain. This tool projects a constant average annual inflation rate forward. It does not look up historical consumer-price data or compare actual prices between calendar years. Use it to put a savings target, future purchase or retirement spending estimate on a consistent dollar basis. The headline is the future cost of the same goods, not interest earned on your money.

Step-by-step inputs

  1. Amount today. Enter the current cost of the purchase or spending basket. For a purchasing-power comparison, use the cash amount you would leave unchanged over the horizon. Starting example: $1,000 .
  2. Average inflation rate. Choose an illustrative average annual price increase. This is not a live inflation reading or a prediction. Compare several rates rather than assuming the latest year's rate will persist. Starting example: 3% .
  3. Years. Enter the number of years until the purchase or spending date. This model compounds once for each year; it does not request a starting calendar year. Starting example: 10 yrs.

Worked example with the starting values

Using the starting inputs, the estimate is Cost of the same things in 10 years: $1,344 .

The starting amount is multiplied by the annual price-growth factor repeatedly over the selected years. The total price increase compares that compounded factor with the original cost. The buying-power line divides the unchanged cash amount by the same factor, expressing its future purchasing power in today's dollars. These two dollar figures answer different questions and should not be added together.

Buying power of today's amount
$744
Total price increase
34.4%

Compare average inflation rate scenarios

The starting cost and horizon stay fixed while average annual inflation changes. These scenarios show sensitivity to price growth, not forecasts of future inflation.

Average inflation rateCost of the same things in 10 years
2% $1,219
3% $1,344
5% $1,629

Make a useful comparison

Start with a specific goal, such as replacing a car or covering a year of household expenses. Estimate its cost today, then project that cost to the intended date. This is more useful than entering your entire net worth and interpreting the result as a forecast of your future wealth.

Compare the inflation scenarios below with the amount you expect to save. A nominal savings balance can increase while purchasing power improves less, stays flat or falls. To compare an investment projection, either inflate the spending target into future dollars or discount the investment balance into today's dollars, not both.

Review the assumption when the goal gets closer. Different spending baskets can change at different rates, and a national average need not describe your rent, tuition or healthcare bills. The constant-rate model is a sensitivity exercise, not a replacement for updated quotes for a particular purchase.

Common mistakes to avoid

  • Do not multiply the rate by years and apply it once. Annual price increases compound on the already-increased price; the difference becomes more important over long horizons.
  • A future-cost estimate does not mean your cash balance automatically grows. Without interest or other gains, the nominal balance stays the same while the buying-power calculation changes.
  • This tool's rate control models nonnegative inflation. It is not a historical CPI calculator, and it does not simulate alternating inflation and deflation years or price changes for individual products.

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Assumptions & limitations

  • A constant rate of return or inflation every year.
  • Excludes fees and taxes unless entered.
  • Contributions are made regularly and on time.

Formula and assumptions reviewed October 2026 by the Calculyn team. How we build our calculators

Frequently asked questions

What is a normal inflation rate?

The US Federal Reserve targets about 2% per year over the long run, though actual inflation varies.

Does this calculator use historical CPI data?

No. It projects the amount forward using your chosen average rate and number of years. It does not retrieve actual price-index observations for calendar dates.

Which inflation number should I compare with my savings?

Compare a future-dollar savings balance with the future cost, or compare an inflation-adjusted savings balance with today's cost. Mixing dollar bases can make a goal look easier or harder than it is.