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Purchasing Power / Inflation Calculator

Find out how much your money will really be worth over time, or how much you'll need in the future to keep your current purchasing power, comparing several inflation scenarios.

Loss of purchasing power

Choose what you want to calculate.

Calculates how much real purchasing power today's amount will keep after N years.

The amount you have or earn today.

Time horizon to project.

Inflation scenarios to compare
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Long-run US inflation (CPI-U) has averaged around 2.5-3% a year; the Fed's official target is 2%.

Starting amount

$10,000

In 20 years

Optimistic

2.0%

$6,730

Loses 32.7% of purchasing power

Historical average

2.5%

$6,103

Loses 39.0% of purchasing power

High

4.0%

$4,564

Loses 54.4% of purchasing power

Path over time

This calculation assumes constant inflation for the whole period, which in reality varies year to year. Use it as a guide to understand the cumulative impact of inflation, not as an exact forecast.

Estimate calculated from the numbers you entered. This is not financial, tax, or legal advice — always consult a qualified professional before making significant financial decisions.

Scenario comparison

Try different values and click «Save this scenario» to compare them here, side by side.

What this purchasing power calculator does

It calculates how inflation erodes the real value of your money over time, comparing up to three different inflation scenarios at once (for example, optimistic, historical average, and high). You can choose to calculate the future purchasing power of an amount you have today, or the nominal amount you would need in the future to keep that same purchasing power.

Inflation is measured in the US using the Consumer Price Index (CPI), published monthly by the Bureau of Labor Statistics (BLS). The most commonly cited headline figure is CPI-U, the index covering all urban consumers, which tracks the average change in prices for a broad basket of goods and services — housing, food, energy, transportation, medical care, and more. When you hear that “inflation was 3% last year,” that figure almost always comes from CPI-U.

The formulas

Future purchasing power

Real value = Amount / (1 + Inflation)Years

Equivalent target (inverse)

Future amount = Amount × (1 + Inflation)Years

A worked example

Say you have $10,000 in cash today and leave it untouched for 20 years. Its real purchasing power will depend heavily on the inflation scenario: with an optimistic 2% rate, that $10,000 would be worth only $6,729.71in today's dollars (a 32.7% loss); at the historical average of 2.5%, it would drop to $6,102.71 (a 39.0% loss); and under a high 4% scenario, it would fall to just $4,563.87 of real purchasing power (a 54.4% loss). In all three cases, the number of dollars in your account would still read $10,000 — what changes is how much you could actually buy with it.

Common mistakes when thinking about inflation

  • Confusing nominal returns with real returns: savings that “grow” in nominal dollars can still be losing purchasing power if their return is lower than inflation over the period.
  • Planning around a single scenario: future inflation is uncertain; planning only with the most optimistic figure can leave you exposed if prices rise more than expected.
  • Ignoring the compounding effect over long horizons: 2-3% annual inflation looks small year to year, but compounded over 20 or 30 years it erodes a significant share of purchasing power.
  • Not revisiting long-term savings goals: a goal set in today's dollars (for retirement, say) should be updated for cumulative inflation, not left frozen at the original number.
  • Comparing salaries or prices across years without adjusting for inflation: saying a salary “went up” only makes sense in real terms — that is, comparing its purchasing power after discounting the inflation accumulated between the two years, not just the nominal figure.

Frequently asked questions

What’s the difference between "future value" and "equivalent target" mode?

"Future value" mode answers: if I have $X today and do nothing with it, how much real purchasing power will that same $X have in N years? "Equivalent target" mode answers the reverse question: how many nominal dollars will I need to have in N years to buy the same things $X buys today? They’re the same formula applied in opposite directions.

Why compare several inflation scenarios at once?

Because nobody can predict future inflation with certainty. Comparing an optimistic scenario, a historical-average scenario, and a high scenario gives you a realistic range of outcomes, instead of a single number that could be way off depending on how the economy actually plays out.

What inflation rate should I use as a reference?

The Federal Reserve's official longer-run target for inflation is 2% per year. Realized US inflation (CPI-U, the Consumer Price Index for All Urban Consumers published by the Bureau of Labor Statistics) has averaged roughly 2.5-3% annually over the last several decades, though there have been periods of much higher volatility — like the spike in 2021-2023. Using a range of scenarios instead of one single number usually leads to more robust planning.

Does this calculator account for whether my money is invested?

Not directly: it calculates the pure effect of inflation on an amount, without assuming any rate of return. If your money is invested and earns a nominal return, the real loss (or gain) in purchasing power depends on the gap between that return and inflation — not on inflation by itself.

Why does money "sitting in cash" also lose value?

Because the number of dollars you have doesn't change, but the prices of goods and services do rise over time when there's inflation. With the same amount of money, in a few years you'll be able to buy fewer things than today, even though your account still shows the same number — or even a slightly higher one if the cash was earning a little interest.

What actually moves this number

Specific levers, and roughly what each one is worth. Not “save more” — the things that change the figure above by an amount you can measure.

  • Compare salary offers across years in real terms

    A $75,000 offer today versus $68,000 three years ago is a smaller raise than it looks once prices are equalized. Converting both to the same year's dollars is the only comparison that means anything.

  • Build inflation into long-horizon goals

    A college fund targeting today's tuition will be short by the time it is needed. Inflate the target first, then work backwards to the contribution — otherwise you are solving for the wrong number.

  • Subtract inflation before you judge a return

    A 5% return in a 3% inflation year, taxed at 22%, is a real after-tax return near 0.9%. That is the figure that says whether you actually got ahead, and it is almost never the one quoted.

  • Your own rate is not the headline rate

    Housing dominates the index, so a homeowner with a fixed mortgage and a renter in a tight market experience very different inflation in the same year. Use the CPI for converting across time, not for predicting your budget.

What this calculator does not cover

Every calculator simplifies, and the useful thing is knowing exactly where. These are the specific gaps between this estimate and your real situation:

  • The CPI measures an average basket, and nobody buys the average basket. A homeowner with a fixed mortgage and a renter in a tight market experience very different real inflation in the same year.
  • Housing enters the index through owners' equivalent rent, a survey-based estimate that moves slowly and lags actual market rents.
  • Historical figures describe the past. They are the right tool for converting amounts across time and the wrong tool for forecasting the next decade.
  • Regional variation is not modeled. Inflation in a high-cost metro and a low-cost rural area can differ meaningfully within the same year.

For anything that turns on an exact figure, use the primary sources below or a qualified professional. How these limits are decided and disclosed is described in the editorial standards.

Written and maintained by Víctor Gil Vázquez