Contania

Inflation Calculator

Inflation means the same money buys a little less each year. Enter an amount and a rate to see two things: what a purchase will cost you later, and how little today’s money will actually buy down the road.

Your numbers

$
% / year
%
years

Result

Future cost of the same purchase
$1,806.11
Future buying power of the amount
$553.68
Purchasing power lost
$446.32
What inflation does to the amount
ItemAmount
Amount today$1,000.00
Cost of the same thing in the future$1,806.11
What the amount will buy in the future$553.68
Advertisement

How inflation compounds

Inflation compounds like interest, only against you. Over n years at rate r, prices multiply by (1 + r)^n: future cost = amount × (1 + r)^n At 3% a year, something costing $1,000 today costs about $1,806 in 20 years. Flip it around and today’s $1,000 will buy only about $554 worth of goods in 20 years — that is the falling line on the chart.

Nominal versus real

The dollar figure on a price tag is nominal; adjusted for inflation, it becomes the real value — what it actually buys. A raise that matches inflation keeps you flat in real terms; a savings account paying less than inflation loses real money even as the balance number rises. Always compare returns and raises against the inflation rate for the same period.

Why it matters for long-term plans

Over a working life or a retirement, small annual inflation adds up to a large gap. A pension or a cash pile that ignores inflation quietly shrinks in what it can buy. This is the case for investing above the inflation rate and for revisiting long-term numbers every few years rather than trusting a figure set decades ago.

Informational and educational result. Not a substitute for professional advice.

Frequently asked questions

Sources

Related calculators