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Inflation Calculator

Find out what today’s money will buy in ten or twenty years, and whether your savings are really growing after inflation.

Free, no sign-up. Runs in your browser: nothing is uploaded.

How to use Inflation Calculator

  1. Enter your numbers, or press a sample to see an example.
  2. Read the results and the table under them.
  3. Copy the results or download the table as a CSV file.

Features

  • Future price of what costs a given amount today
  • Purchasing power of an amount after inflation
  • Real return using the Fisher relation
  • Years until money loses half its value
  • Year-by-year price and value table

Supported formats

Input

  • Typed numbers

You get

  • On-screen results
  • CSV

Private by design

Everything you enter is processed by your browser on this device. Nothing is sent to openWorkstand or anyone else, so the Inflation Calculator is safe for private and work data. After you have used it once while online, it also works without an internet connection. How local processing works

Good to know

  • It assumes one constant inflation rate for all the years.
  • Your own inflation depends on what you buy and can differ from the official figure.

Guide

How inflation shrinks money: future prices, purchasing power and real returns

Inflation is the slow loss in what a unit of money buys. A sum that looks comfortable today may not cover the same shopping basket in ten years, and an investment that earns less than inflation shrinks in real terms even while its balance grows. The calculator turns an amount, a yearly inflation rate and a number of years into plain figures: what the same goods will cost, what your money will be worth, and what your return is after allowing for the rise in prices.

Two views of one effect

If prices rise by a factor f over the period, there are two ways to say it. Looking forward, something that costs 1,00,000 today will cost 1,00,000 × f. Looking at your cash, 1,00,000 held untouched will buy only 1,00,000 ÷ f worth of today’s goods. The page shows both, together with the percentage of purchasing power lost and the number of years money takes to lose half its value at that rate.

A worked example

The defaults are 1,00,000, inflation of 6% a year, 10 years and a return of 8%. Goods that cost 1,00,000 today will cost 1,79,084.77, a price rise of 79.08%. The 1,00,000 itself would be worth 55,839.48 in today’s money, a loss of 44.16%, and it halves in value in about 11.9 years. Invested at 8%, it grows to 2,15,892.50, which is worth 1,20,553.24 in today’s money, so the real return is 1.887% a year. A second example, 50,000 for 25 years at 5%, shows prices more than tripling, to 1,69,317.75, and the money keeping only 14,765.14 of its value.

Real returns

The real return is what remains after inflation: (1 + nominal) ÷ (1 + inflation) − 1. It is smaller than the simple difference between the two rates because both compound. If you leave the return field empty, the page skips the real-return lines and shows only the effect on prices and purchasing power. A real return that is negative means your savings are losing buying power even though the bank balance is rising.

Choosing an inflation rate

Use a long-run average for your country as a starting point, then adjust for what you buy. Education, healthcare and rent have often risen faster than the general index, while some electronics have fallen. Retirement planning is the usual use for long horizons: a person who needs 50,000 a month today needs far more in 25 years, which is why the retirement calculator asks for inflation too. Try two or three rates to see how sensitive your plan is.

Edge cases

A negative inflation rate (deflation) is accepted and shows prices falling. Fractions of a year work, and the table rounds up to whole years. Very long periods produce huge numbers that are mathematically right but not realistic, since no one can forecast prices 50 years ahead.

Limits

The page applies one steady rate for the whole period, while real inflation changes from year to year and differs between goods and places. It does not know your personal basket, taxes on interest or changes in exchange rates. Treat it as a way to see the scale of the effect, not to predict a price.

Checked against the current version of the Inflation Calculator on .

Troubleshooting

The download did not start

Look for your browser’s download bar or icon. Some browsers ask once before a site may download files; allow it and click the button again.

Frequently asked questions

Why do prices rise by 79 percent in ten years at 6 percent a year, not 60?

Because each year’s increase applies to the already higher price. 1.06 multiplied by itself ten times is 1.7908, an increase of 79.08 percent. Simply adding six points ten times would ignore that compounding.

Is the real return just the nominal return minus inflation?

Only approximately. The exact figure divides the growth factors. With 8 percent growth and 6 percent inflation the real return is 1.887 percent, not 2.

How is the real rate of return calculated?

Divide one plus the nominal return by one plus inflation and subtract one. With 8% growth and 6% inflation the real return is 1.887%, slightly less than the 2% difference.

Which inflation rate should I use?

Use the long-run average for your country, or your own estimate for the goods you buy. Education and healthcare often rise faster than general prices.

Keep working with the result

After you download, choose “Save to Workstand” to keep the result in a folder on your computer, attach it to a project and create a follow-up task. It is saved by your browser, not uploaded.