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Inflation Calculator

What a sum of money will be worth after years of inflation.

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Money loses purchasing power over time. This shows what a sum will actually buy after years of inflation — and how many dollars you would need later to match what you can buy today.

How it works

Future buying power of today's dollars is amount ÷ (1+rate)^years. The cost to buy the same goods later is amount × (1+rate)^years.

There are two sides to inflation. Looking forward, today's dollars buy less, so their real value shrinks by dividing by (1 + rate) each year. Looking at cost, the same basket of goods gets pricier, multiplying by (1 + rate) each year. The calculator reports both.

Even a modest rate compounds. At 3% a year, prices roughly double over about 24 years — which is why a long retirement or savings horizon has to plan for inflation, not just nominal returns.

Future buying power = amount ÷ (1 + rate) raised to the number of years. Cost to buy the same goods later = amount × (1 + rate) raised to the number of years. Value lost = amount minus future buying power.

Worked examples

Tips & gotchas

FAQ

What inflation rate should I use?

Long-run U.S. inflation has averaged roughly 3% per year, but use a figure that fits your time horizon.

What is the difference between nominal and real value?

Nominal is the face number of dollars; real value is what those dollars can actually buy. Inflation erodes real value even when the nominal number stays the same.

What inflation rate should I enter?

Around 3% reflects the long-run U.S. average, but you can use a recent CPI figure or a rate tailored to your spending. Higher rates erode value faster, so test a range.

Does this use official CPI data?

No — it applies a single rate you choose, compounded annually. It is a planning estimate, not a lookup of historical CPI for specific years.

How can I protect against inflation?

Holding assets that tend to grow with or faster than prices — diversified stocks, certain real assets, or inflation-protected securities — helps preserve real value better than cash.

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