Inflation Calculator
See what an amount of money will be worth in the future, or what a past amount is worth today, at any inflation rate.
How to use this calculator
- 1Enter the amount you want to convert.
- 2Choose whether you are looking forward (what will this be worth?) or backward (what was that worth in today’s money?).
- 3Set an average inflation rate. Central banks in most developed economies target around 2%; long-run historical averages are often closer to 3%.
How the calculation works
Future purchasing power = A / (1 + i)ᵗ Past value in today’s money = A × (1 + i)ᵗ- A
- The amount you entered
- i
- Average annual inflation rate as a decimal
- t
- Number of years
Inflation is compound, exactly like interest. 3% a year for 24 years halves what your money buys.
The two directions are inverses of each other: dividing by the factor discounts future money to today, multiplying by it inflates past money to today.
Worked example
$50,000 in 20 years at 3% inflation
- 1.The inflation factor is 1.03²⁰ = 1.8061.
- 2.50,000 ÷ 1.8061 = $27,683.
- 3.So $50,000 twenty years from now buys roughly what $27,683 buys today — a loss of 44.6% in purchasing power.
- 4.Put the other way, you would need $90,306 then to buy what $50,000 buys now.
Result: $27,683 in today’s purchasing power
What inflation actually measures
Inflation is the rate at which the general level of prices for goods and services rises over time — the flip side of a currency losing purchasing power, so that the same unit of money buys a little less than it did before. It is a broad, economy-wide measure, not the price change of any single product: petrol can spike while inflation stays low, and inflation can run high even while some specific item you buy every week barely moves.
Economists usually describe inflation as arising from a mix of sources: demand growing faster than supply can meet it, the cost of production inputs rising and being passed on to buyers, and the total quantity of money circulating in an economy growing faster than its output of goods and services. In practice a real inflationary period is rarely driven by just one of these — they interact and reinforce each other.
How the Consumer Price Index is built
The most widely cited inflation figure in the United States is the Consumer Price Index, published monthly by the Bureau of Labor Statistics. It starts from a detailed survey of what households actually spend money on — the Consumer Expenditure Survey — which is used to build a representative "basket" of goods and services and assign each item a weight based on how large a share of a typical household’s budget it represents.
Each month, price collectors gather actual prices for that same basket of items across thousands of retailers and service providers in dozens of urban areas. The index compares the cost of the basket today with its cost in a fixed base period; a rising index means the same basket now costs more than it used to.
- Housing — typically the single largest weight in the basket, covering rent and an estimate of what homeowners would pay to rent their own home.
- Food and beverages — both groceries and money spent eating out.
- Transportation — vehicle purchases, fuel, and public transit and other travel costs.
- Medical care — insurance premiums, medical services, and drugs and medical supplies.
- Everything else — apparel, recreation, education, communication and personal services round out the basket.
Purchasing power: what actually erodes
When prices rise, the same amount of money buys fewer goods and services than it used to — that shrinkage in what a currency can purchase is what "purchasing power" refers to. A sum of money kept as cash, or growing more slowly than the inflation rate, is quietly losing real value even while its face amount stays exactly the same.
This is why economists distinguish a nominal value — the number printed on a banknote, a paycheck or a bank statement — from a real value, which adjusts that number for how much it can actually buy. A raise that keeps pace with inflation preserves real purchasing power; a raise that falls short of it is a real pay cut, even though the number on the payslip went up.
Why compounding makes a small rate matter over decades
Inflation compounds the same way interest does, which is exactly what this calculator models: each year’s price increase applies to a level of prices that has already risen from every year before it, not to some fixed starting point. That compounding is what turns a rate that looks trivial year to year into a substantial effect once it has run for two or three decades.
A rough rule of thumb — the "rule of 72" — captures the shape of this: dividing 72 by the annual rate gives roughly the number of years it takes prices to double at that rate. It is the same mathematics behind compound interest, just running in the direction of prices rising and purchasing power falling rather than savings growing.
Living with inflation
Because inflation persistently erodes the value of money left idle, households, businesses and governments all build some response to it into ordinary financial decisions. Wage negotiations, pension and benefit adjustments, and long-term contracts frequently include a cost-of-living clause that ties payments to a published inflation index, so the real value of what someone receives does not silently shrink year after year.
For savers and investors, the practical takeaway is that a nominal return has to be judged against inflation to know whether it is actually building wealth. Money sitting in a low- or zero-interest account is not "safe" in real terms if prices are rising faster than it is — it is simply losing purchasing power more slowly than cash kept under a mattress.
What this assumes, and where it stops
Assumptions
- Inflation runs at a constant rate for the whole period.
- Your personal spending matches the basket the inflation rate is based on.
Limitations
- This is not historical data — it applies a rate you choose. For actual past inflation, use your national statistics agency’s official index.
- Hyperinflation, deflation and structural price shifts in specific sectors are not represented by a single average rate.
Common questions
What inflation rate should I assume?
For long-term planning in a developed economy, 2–3% is a defensible range: most central banks target 2%, and long-run realised inflation has often run slightly above that. Try both ends of the range — the difference over 30 years is substantial.
How does this relate to investment returns?
Subtract inflation from your nominal return to get the real return, which is what determines whether you are actually getting richer. A 5% return with 3% inflation is roughly a 2% real gain.
Sources
- Consumer Price Index — US Bureau of Labor Statistics
Formula and content last reviewed on .
Results are estimates for information only, not professional advice.
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