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Inflation Calculator

Inflation is the quiet tax on cash. See what a sum will be worth in the future — and what today's prices will cost by then.

1,000 in 10 years will buy what

744

buys today — a loss of 256 in purchasing power.

Today's 1,000 will cost, in 10 years
1,344
Purchasing power kept
74%
Money halves in value every
23 years

A projection, not a promise

This calculation assumes its inputs hold steady for the whole period. Real rates, fees, taxes and contributions vary, and past performance does not predict future returns. Treat the output as an illustration of how the maths behaves, not as a forecast of what you will have.

How inflation erodes money

Inflation does not take money out of your account — it quietly reduces what that money can buy. The maths is the same compounding that grows investments, running in reverse against cash.

The two questions

There are two ways to look at it, and this tool shows both:

future cost of today's price = amount × (1 + inflation)^years purchasing power of today's amount = amount ÷ (1 + inflation)^years

At 3% inflation, 1,000 today will cost about 1,344 in ten years — or, put the other way, 1,000 held as cash for ten years will buy only about 744 of today's goods.

The rule of 70

To estimate how long it takes for money to lose half its value, divide 70 by the inflation rate. At 3%, purchasing power halves in about 23 years; at 7%, in just ten. In a high-inflation economy, cash can lose half its worth within a decade.

Why this matters for savings

It explains why cash in a low-interest account loses value even as the balance holds steady. If an account pays 1% while inflation runs at 3%, you lose about 2% of purchasing power a year — the number on the statement stays the same while what it buys shrinks. Beating inflation, not just growing the nominal balance, is the real goal.

Built by Mohammed Jamil. Corrections to [email protected].

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