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Inflation Calculator

See how inflation affects prices over time and how much purchasing power your money loses if it doesn’t grow.

This tool assumes a constant annual inflation rate and compounds it once per year.

How this inflation calculator works

Inflation measures how prices increase over time. If inflation is 3% per year, something that costs $100 today may cost more than $130 in 10 years.

  • Future price: what your chosen amount could cost after inflation.
  • Purchasing power: how much that same amount will “feel like” in today’s dollars.
  • Loss of purchasing power: how much value your money loses if it doesn’t grow.

Use this tool to understand why it’s important for your savings and income to grow at least as fast as inflation in the long run.

What Is an Inflation Calculator?

An inflation calculator estimates how the price of something can change over time as inflation compounds. It can also show how the “real value” of money falls if you keep the same amount while prices rise.

Enter a starting amount (like a $100 purchase), an average annual inflation rate, and the number of years. Then click Calculate inflation impact to see a future price estimate and purchasing power.

What This Calculator Shows

This page outputs four simple results:

  • Future price after inflation: an estimate of what the same item could cost in the future.
  • Total inflation over period: the cumulative % increase in prices across the full timeframe.
  • Purchasing power (real value): what your fixed amount is “worth” in today’s dollars after inflation.
  • Purchasing power lost: the % drop in value when your money doesn’t grow with inflation.

How Inflation Compounding Works (Simple Explanation)

Inflation compounds similarly to interest. If inflation is 3% each year, prices don’t just rise by 3% once — they rise by 3% on top of the previous year’s higher prices. That’s why long time horizons can produce big changes.

This tool uses the standard compounding formula: Future price = Amount × (1 + inflation rate)years. Purchasing power is calculated by reversing the same compounding effect.

Example Inflation Calculation

Suppose a product costs $100 today and average inflation is 3% for 10 years. The estimated future price is about $134. If you keep the same $100, its purchasing power becomes about $74 in today’s dollars — meaning you lose roughly 26% of purchasing power.

Try changing the inflation rate or the number of years to see how sensitive the results are to assumptions.

Tips for Using This Inflation Calculator

  • Use a realistic long-term rate: inflation varies, so test a range (e.g., 2%–5%).
  • Compare time horizons: inflation impact grows faster over longer periods.
  • Think in real terms: focus on purchasing power, not just the nominal number.
  • Pair with investing: compare inflation to expected returns using a compound interest calculator.

Frequently Asked Questions

Is this inflation calculator accurate?

It provides an estimate based on a constant annual inflation rate compounded once per year. Real inflation changes from year to year, so results should be treated as a scenario, not a prediction.

What inflation rate should I use?

If you don’t have a specific number, test multiple rates (for example 2%, 3%, and 4%) to see a range. The goal is to understand sensitivity, not to guess the exact future.

What does “purchasing power” mean?

Purchasing power is what your money can buy. If prices rise, the same nominal amount buys fewer goods and services. The calculator shows your amount in “today’s dollars” after accounting for inflation.

Is this the same as CPI?

CPI is one common measure of inflation for a “basket” of consumer goods. This calculator doesn’t pull CPI data — it uses whatever inflation rate you enter to model compounding over time.

Note: This calculator is for educational purposes only and does not provide financial advice.