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Money & purchasing power

Inflation Calculator

See how inflation can change the value of your money over time. Calculate future equivalent costs, compare inflation scenarios or estimate the salary needed to maintain today's purchasing power.

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Instant results

Calculate the impact of inflation

Choose what you want to calculate, enter your figures and get an instant estimate.

Compounded annually
$

Calculates the future amount required to have purchasing power equivalent to your amount today.

$

Compare three example planning scenarios: 2%, 3% and 5% annual inflation. These are illustrative assumptions, not forecasts.

$

Estimates the future salary required to have purchasing power equivalent to your current salary.

Please enter valid values in all required fields.
Ask about your result
AI insight

Calculate first and the figures will be added automatically, or ask a general question about inflation and purchasing power.

Your calculation has been added below. Generate an explanation or edit the question first.
This calculator uses the inflation rate you enter or example planning scenarios. Results are estimates and do not predict future inflation, investment returns or changes in the cost of individual goods and services.
Understanding inflation

What does inflation do to your money?

Inflation describes how the overall level of prices for goods and services changes over time. When prices rise, the same amount of money generally buys less than it did before.

That is why simply comparing today's dollar, pound or euro amount with the same number years from now can be misleading. The number may be identical, while its purchasing power is different.

The CalcNest Inflation Calculator lets you model that effect using an annual inflation rate of your choice rather than trying to predict what inflation will actually be.

Future equivalent formula
Future equivalent = Current amount ร— (1 + inflation rate)years
For example, 10,000 with inflation averaging 3% for 10 years gives a future equivalent of approximately 13,439.
How to use the calculator

Three ways to explore inflation

Use the mode that matches the question you're trying to answer. Each calculation compounds the selected inflation rate annually.

01

Future Value

Enter an amount, inflation assumption and time period to estimate how much money would be needed in the future to match today's purchasing power.

02

Compare Rates

Compare the same amount under 2%, 3% and 5% annual inflation scenarios to see how much the assumption matters over longer periods.

03

Salary Needed

Estimate the future salary that would have purchasing power equivalent to your salary today under the inflation rate you enter.

Worked example

How inflation compounds over time

Small differences in an annual inflation assumption become much more noticeable when they compound over many years.

10,000 today at 3% inflation

If prices increased by an average of 3% every year for 20 years, you would need approximately:

18,061
in 20 years to match 10,000 of purchasing power today

This doesn't mean inflation will average 3%. It simply demonstrates the effect of that assumption if it occurred consistently.

Time2% inflation3% inflation5% inflation
5 years11,04111,59312,763
10 years12,19013,43916,289
20 years14,85918,06126,533
30 years18,11424,27343,219
Purchasing power

Inflation, savings and real returns

The balance shown in an account is a nominal amount. What matters for your standard of living is what that money can actually buy.

Inflation and cash savings

If the return on savings is lower than inflation, the account balance can still rise while its purchasing power falls. This is why the interest rate alone does not tell you whether your money is gaining value in real terms.

Nominal vs real return

A nominal return is the headline percentage earned before accounting for inflation. A real return adjusts that result for changes in purchasing power, giving a better picture of how much your wealth has actually grown.

More precise real return formula
Real return = ((1 + nominal return) รท (1 + inflation rate)) โˆ’ 1
As a quick approximation, people often subtract inflation from the nominal return. The formula above is more accurate because it accounts for the relationship between the two rates.
Inflation is not the same for every household.

Headline inflation measures changes across a broad basket of goods and services. Your personal cost of living can change differently depending on what you spend money on, where you live and how individual prices move.

Inflation assumptions

Why there isn't one โ€œcorrectโ€ inflation rate

Future inflation is uncertain. Even major central banks use targets that can differ by country, and actual inflation can move above or below those targets. That's why the calculator lets you enter your own assumption.

United States
2%
Federal Reserve longer-run inflation goal, measured using PCE inflation.
Federal Reserve
United Kingdom
2%
UK CPI inflation target set for the Bank of England.
Bank of England
Euro area
2%
European Central Bank inflation target over the medium term.
European Central Bank
Australia
2โ€“3%
Reserve Bank of Australia's flexible consumer price inflation target.
Reserve Bank of Australia

Targets checked against official central-bank sources. A policy target is not a prediction of the inflation rate that will occur in any particular year.

Planning with inflation

Where inflation calculations can be useful

Long-term planning

Compare today's spending needs with possible future equivalents when thinking about retirement, large purchases or other long-term goals.

Salary comparisons

Estimate how much a future salary would need to increase simply to maintain equivalent purchasing power under a chosen inflation assumption.

Savings and investments

Compare nominal growth with inflation to understand the difference between an account balance increasing and purchasing power genuinely increasing.

Keep calculating

Related CalcNest calculators

Use these tools alongside the Inflation Calculator to explore savings, investing, retirement and take-home pay.

Frequently asked questions

Inflation calculator FAQs

The calculator compounds the annual inflation rate you enter over the selected number of years. Future Value estimates how much money would be needed in the future to have purchasing power equivalent to an amount today. Compare Rates applies three illustrative inflation scenarios, while Salary Needed performs the same type of calculation using your salary.
There is no single rate that is correct for every calculation because future inflation is uncertain and varies by country and period. You can use an assumption relevant to your own scenario and compare several rates to see how sensitive the result is. Central-bank inflation targets can provide context, but they should not be treated as forecasts.
Purchasing power describes how much goods and services a given amount of money can buy. If prices rise over time while the amount of money stays unchanged, that money generally has less purchasing power.
No. When a constant annual inflation rate is modelled, the effect compounds. At 3% per year, an amount of 10,000 today has a future equivalent of about 13,439 after 10 years, which is roughly 34.4% higher rather than exactly 30%.
If your salary stays unchanged while the prices of the things you buy increase, your salary's purchasing power falls. The Salary Needed mode estimates the future salary that would be equivalent to today's salary under the inflation rate and time period you choose. It does not predict what your actual salary will be.
A nominal return is the percentage gain before accounting for inflation. A real return adjusts that gain for inflation and therefore better reflects the change in purchasing power. Simply subtracting inflation from a nominal return gives an approximation; the more precise calculation divides one plus the nominal return by one plus the inflation rate, then subtracts one.
No. The calculator models the rate you enter, or the illustrative rates shown in Compare Rates mode. Actual future inflation can be higher or lower and can vary substantially from year to year.
Important: This calculator is for general educational and planning purposes. Results are mathematical estimates based on the assumptions entered and are not forecasts of future inflation, investment performance, salary growth or the future cost of any particular product or service.

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