Inflation Calculator

Three ways to understand the effect of inflation: what your money is worth over time at a given annual inflation rate, what the implied inflation rate was between two values (for example, the price of something in the past and today), and whether a salary raise actually kept up with inflation for the period. No sign-up, instant results.

Purchasing power over time

equivalent future amount $0.00
remaining purchasing power 100%

Implied inflation rate between two values

average annual inflation rate 0%
cumulative inflation over the period 0%

Raise vs inflation

real purchasing power gain 0%
salary needed to keep up with inflation $0.00

What is an inflation calculator

Inflation reduces the purchasing power of money over time: with the same amount of dollars, you can buy less and less. This calculator visualizes that effect three ways: projecting what today's amount would need to be in the future in nominal terms, calculating the implied inflation rate when you already know how a price changed between two points in time, and comparing a salary raise against inflation for the period to see whether the increase was real or only nominal.

Formulas used

Purchasing power over time: future value = amount × (1 + rate)^years, and remaining purchasing power is 100 ÷ (1 + rate)^years, as a percentage.

Implied inflation rate: annual rate (%) = ((final value ÷ initial value)^(1 ÷ years) − 1) × 100, and the cumulative inflation is simply the total percentage change between the two values.

Raise vs inflation: the real gain is calculated by dividing the nominal salary growth by the inflation growth for the period: real gain (%) = ((new salary ÷ previous salary) ÷ (1 + inflation)) − 1) × 100.

Worked example: purchasing power over time

With $1,000 and 4.5% annual inflation over 10 years, you would need approximately $1,553 in the future to keep the same purchasing power. Looked at the other way: if you kept $1,000 sitting idle for those 10 years, it would have approximately 64% of its original purchasing power left.

Worked example: implied inflation rate

If a product cost $100 and now costs $150 after 5 years, that represents cumulative inflation of 50% over the period, which works out to an average rate of approximately 8.45% per year.

Worked example: raise vs inflation

With a $3,000 salary raised to $3,150 (a 5% nominal increase) during a period with 4.5% inflation, the real purchasing power gain is approximately 0.48% — small, but positive. To simply keep pace with inflation, the salary would have needed to rise to $3,135.

What the calculator doesn't account for

These calculations use a constant inflation rate that you provide, not official indexes that vary month to month and by product category. For formal decisions (contract adjustments, cost-of-living escalators, salary negotiations), check the official inflation index for the exact period in question, such as the CPI in the United States.

Frequently Asked Questions

What is an inflation calculator?

It's a tool that estimates how inflation affects purchasing power, calculates the implied inflation rate between two values, and compares a salary raise against inflation for the period.

What is the difference between nominal and real value?

Nominal is the dollar amount with no adjustment; real is that amount adjusted for inflation, reflecting actual purchasing power.

How do I know if a salary raise kept up with inflation?

Compare the nominal percentage increase with inflation for the period: if the increase is higher, there was a real gain; if it's lower, purchasing power was lost even with a higher dollar salary.