Inflation Calculator

See how inflation changes what money is worth over time.

%
Equivalent amount needed
Today's buying power of that sum
value time principal compound
How compound growth pulls ahead of the flat principal as time passes.

What inflation does to money

Inflation means prices drift upward over time, so the same amount of money buys a little less each year. This calculator shows both sides of that coin: how much you would need in the future to match today's buying power, and how little today's amount would be worth after years of rising prices. Seeing it in real numbers is often a shock, which is rather the point.

The effect compounds, just like interest, only working against you. A rate that feels trivial year to year adds up to a large loss of value over a decade or two, which is why cash left sitting still quietly shrinks in what it can actually buy.

Two examples

At 5% inflation, something that costs 1,000 today would cost about 1,629 in ten years. Flip it around and 1,000 received in ten years would only buy what roughly 614 buys now. Same note, much less power.

Even a gentle 2% rate bites over time. At 2%, prices rise about 22% over ten years and roughly 49% over twenty. Money under the mattress for twenty years at 2% inflation loses a third of its real value without a single price ever looking alarming.

Why it matters

What is the mistake to avoid?

Judging a future sum by its face value. Half a million in thirty years sounds like plenty until inflation is applied, at which point it may buy what a fraction of it buys today. Always translate long-term figures back into current buying power before you decide whether they are enough.

Frequently asked questions

What inflation rate should I use?

Many countries target around 2 to 3%, but it varies by place and period. Use your local long-term average or a rate that fits your outlook.

How is this different from compound interest?

It uses the same compounding maths, but applied to rising prices rather than growing savings, so it works against you instead of for you.

How does inflation affect savings?

Money earning less than the inflation rate loses real value over time, which is why investing to beat inflation matters for long horizons.

Is this the same as compound interest?

It uses the same compounding maths, but applied to rising prices rather than growing savings.

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