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Inflation Calculator

See how prices and money change over time.

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What $10,000 of goods will cost in 20 years

$18,061

Prices rise 80.6% at 3% inflation

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Future cost

$18,061

Same goods, later

Buying power

$5,536.76

$10,000 will feel like this

Value lost

44.6%

Purchasing power

Today's money vs its future buying power

Today's money vs its future buying power
ItemValue
Today ($10,000)$10,000
In 20 yrs (real)$5,536.76

Year by year

YearCost of goodsMoney's real value
5$11,593$8,626.09
10$13,439$7,440.94
15$15,580$6,418.62
20$18,061$5,536.76

Left: what today's basket costs later. Right: what today's money is worth in future terms.

Inflation means prices rise over time, so each unit of money buys less. There are two ways to see the same effect: the future cost of a fixed basket of goods goes up, while the real value (purchasing power) of a fixed amount of money goes down. This is why cash sitting idle quietly loses value.

Recommendations

  • To preserve purchasing power, money you don't need soon should earn at least the inflation rate.
  • When planning long-term goals, think in 'real' (inflation-adjusted) terms, not just headline numbers.
  • Salaries and savings targets should be reviewed regularly so inflation doesn't erode them.

Watch out

  • Inflation varies year to year; a constant rate is a simplification for planning, not a forecast.
  • Your personal inflation rate can differ from the headline figure depending on what you spend on.

Pro tips

  • The 'Rule of 70': divide 70 by the inflation rate to estimate the years for prices to double (e.g. 3% ≈ 23 years).
  • Assets like stocks and property have historically outpaced inflation over long periods; cash has not.

Was this calculator useful?

A dollar today won't buy the same amount in twenty years. Inflation is the steady rise in prices that erodes the value of money, and understanding it is essential for any long-term financial plan.

Two sides of the same coin

Inflation can be described two ways. Looking forward, a basket of goods that costs a set amount today will cost more later. Looking at your money, a fixed amount will buy less in the future. Both describe the same erosion of value — this calculator shows each.

The formula

Future cost = present amount × (1 + rate)^years. The purchasing power of today's money in future terms is the present amount ÷ (1 + rate)^years. Even modest rates compound: at 3%, prices roughly double in about 23 years.

Why it matters for saving and investing

If your savings earn less than inflation, you're losing money in real terms even as the balance grows. That's the core reason to invest rather than hold excess cash: over long horizons, assets that outpace inflation preserve and build real wealth.

Frequently asked questions

It reduces purchasing power: as prices rise, the same amount of money buys less. Money held as cash therefore loses real value over time unless it earns a return at least equal to inflation.

Future cost = amount × (1 + inflation rate)^years. To find the real value of today's money later, you divide instead of multiply. This calculator shows both.

Many central banks target around 2% per year. Actual inflation varies and has spiked much higher in some periods, so it's worth planning with a realistic, possibly conservative, figure.

Hold assets that tend to grow at least as fast as prices — diversified stocks, property, or inflation-protected bonds — rather than keeping large sums in low-interest cash.

Sources

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