Purchasing power · Future value · Real value

Inflation Calculator Online

See how inflation erodes purchasing power over time. Enter any amount and inflation rate to find out what it will be worth in the future.

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Future Value Needed
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to match today's purchasing power
Original Value
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Purchasing Power Lost
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Real Value Today
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Understanding Inflation and Its Impact on Your Money

Inflation is the rate at which the general level of prices for goods and services rises over time, resulting in a decrease in purchasing power. Simply put, a dollar today buys more than a dollar will buy in the future. This invisible force silently erodes the real value of savings, wages, and investments. Understanding how inflation compounds over years is essential for sound financial planning — whether you are saving for retirement, setting a salary, or evaluating a long-term investment.

The Inflation Formula

The future value of money due to inflation is calculated using the compound growth formula: Future Value = Present Value × (1 + inflation rate)^years. This is identical in structure to compound interest, but instead of showing how your money grows, it shows how much more money you will need to maintain the same standard of living. If inflation averages 3% per year, a $1,000 basket of goods today will cost approximately $1,344 in 10 years.

$1,000 · 3% · 10 yr$1,344 neededYour $1,000 has lost about $344 in real purchasing power.
$50,000 salary · 3% · 20 yr$90,305 neededTo maintain the same real salary after 20 years at 3% inflation.

Historical Inflation Rates

Inflation rates vary significantly by country, time period, and economic conditions. In the United States, the long-run average annual inflation rate is approximately 3.1% going back to 1914, though it spiked to over 9% in mid-2022 before cooling. The UK, Eurozone, and most developed economies target 2% annual inflation as a policy goal. Developing economies can experience much higher rates. When modeling long-term scenarios, using a conservative estimate of 2–3% per year is prudent for most planning purposes.

The Rule of 72

A quick mental calculation trick: divide 72 by the inflation rate to find roughly how many years it takes for prices to double. At 3% inflation, prices double in about 24 years. At 6% inflation, they double in about 12 years. This rule works for any compound growth rate and applies equally to investment returns and debt interest.

72 ÷ 3%24 yearsAt 3% annual inflation, prices roughly double every 24 years.

Inflation and Savings

Money sitting in a low-interest savings account or under a mattress loses purchasing power every year. If your savings account earns 1% annually but inflation is 3%, your money is effectively losing 2% of its real value each year. The "real return" on any investment is the nominal return minus the inflation rate. A 7% nominal return in a 3% inflation environment gives a real return of about 4%. This is why long-term investors typically seek assets — like stocks, real estate, or inflation-indexed bonds — that have historically outpaced inflation.

Inflation and Retirement Planning

Inflation is perhaps most critical to consider in retirement planning. A retiree who needs $40,000 per year at age 65 will need roughly $72,000 per year by age 85 if inflation averages 3%, just to maintain the same standard of living. Social Security provides cost-of-living adjustments, but pension payments and fixed annuities often do not. Building a retirement portfolio with enough growth to outpace inflation for 20–30 years is one of the central challenges of personal finance. Use this calculator to model different scenarios and understand how much your income needs to grow to keep pace with rising prices.

This calculator is for general estimates only. Future inflation rates are uncertain and this is not financial advice.