Inflation Calculator

Find out what your money will really be worth in the future. Enter an amount, an inflation rate and a time horizon to see both the rising cost of things and the falling purchasing power of your cash.

Parameters

$

Equiv. Future Cost

$1,343.92

Total Increase: +34.4%You'll need 1.3x more money

Purchasing Power (of initial amount)

$744.09

Value lost: 25.6%

Visualizing the Erosion

Today's Value$1,000.00
Future Purchasing Power$744.09

In 10 years, your $1,000.00 will only buy as much as $744.09 does today.

Cost Increase$1,343.92

To buy the same items that cost $1,000.00 today, you will need $1,343.92.

Year-by-Year Breakdown

Year Equiv. Future Cost Purchasing Power
Year 1 $1,030.00 $970.87
Year 2 $1,060.90 $942.60
Year 3 $1,092.73 $915.14
Year 4 $1,125.51 $888.49
Year 5 $1,159.27 $862.61
Year 6 $1,194.05 $837.48
Year 7 $1,229.87 $813.09
Year 8 $1,266.77 $789.41
Year 9 $1,304.77 $766.42
Year 10 $1,343.92 $744.09

What does inflation do to your money?

Inflation is the gradual rise in prices over time. As prices go up, each unit of currency buys a little less, so the same amount of money loses purchasing power year after year. A basket of goods that costs 100 today might cost 134 in ten years at 3% inflation. Your money did not change — what it can buy did.

The calculator above makes this concrete. Enter an amount, an expected inflation rate and a number of years, and you will see two things: how much that amount will cost in the future, and how much your money will actually be worth in today's terms.

Two ways to read inflation

This tool answers two related questions:

  • Future cost — how much you will need in the future to buy what a given amount buys today. Prices rise, so this number goes up.
  • Future purchasing power — what a fixed amount of today's money will be worth in the future once prices have risen. This number goes down.

Both are the same force seen from opposite ends, and both matter when you plan ahead.

A worked example

At 3% inflation, 10,000 today has the purchasing power of roughly:

Years Future cost of today's basket Purchasing power of 10,000
5 11,593 8,626
10 13,439 7,441
20 18,061 5,537

After 20 years, the same 10,000 buys little more than half of what it does today — without you spending a cent.

Why inflation compounds

Inflation is not a one-off; it stacks year over year, exactly like compound interest but working against you. That is why the calculator shows a year-by-year breakdown: a few percent a year feels harmless, but compounded over a decade or two it quietly reshapes what your money can do.

What this means for savers

Money sitting in a low-interest account is losing value in real terms. If your savings earn 1% while inflation runs at 3%, you lose about 2% of purchasing power every year. Understanding this is the first step to deciding whether to hold cash, save, or invest to at least keep pace with — or beat — inflation. To see the flip side, where returns compound in your favour, use the compound interest calculator; to fold inflation into a full retirement plan, try the retirement calculator.

How to use this calculator

  1. Amount — the sum of money you want to analyse.
  2. Annual inflation rate — the average yearly inflation you expect. Many developed economies have historically averaged around 2–3%.
  3. Years — the time horizon you care about.

Adjust the inputs and the breakdown updates instantly, so you can compare optimistic and pessimistic inflation scenarios side by side.

Frequently asked questions

What does an inflation calculator do?

It shows how rising prices erode the purchasing power of money over time. You enter an amount, an expected inflation rate and a number of years, and it shows both the future cost and what your money will really be worth in today's terms.

What inflation rate should I use?

A common long-term assumption is 2–3%, in line with the targets of many central banks, but you can use any rate that matches your region and outlook.

How does inflation affect savings?

If your savings earn less than inflation, you lose purchasing power every year. For example, earning 1% while inflation is 3% means a real loss of about 2% annually.

Does inflation compound like interest?

Yes. Inflation compounds year over year, which is why the calculator shows a year-by-year breakdown of the cumulative effect.

Can this calculator predict future inflation?

No tool can predict actual inflation. It projects the impact of a constant rate so you can compare scenarios and plan accordingly.

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