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Inflation Calculator
Inflation quietly shrinks what your money can buy. Enter an amount, an inflation rate and a time period, and this calculator shows what today's purchase will cost in the future and what a fixed sum of cash will actually be worth in today's terms.
Results
How it works
Inflation compounds, which is why its long-term effect surprises people. A price rises each year by the inflation rate applied to the new, higher price, so the future cost of something priced at P today is P x (1 + r)^n after n years at rate r. At 3 percent inflation, a $1,000 expense today costs about $1,344 in ten years and about $1,806 in twenty. The mirror image is purchasing power: cash held still loses value at the same compound rate, so $1,000 kept in a drawer for ten years at 3 percent inflation buys only about $744 worth of today's goods. A handy shortcut is the rule of 72: divide 72 by the inflation rate to estimate how many years prices take to double. US inflation has averaged close to 3 percent over the very long run, but individual years vary widely, and your personal inflation rate depends on your spending mix, housing, healthcare and education costs often rise faster than the headline figure. When planning savings or investments, what matters is the real return: your return minus inflation. Money earning less than inflation is shrinking in purchasing power even while its balance grows.
Frequently asked questions
How fast do prices double under inflation?
Divide 72 by the inflation rate. At 3 percent, prices double in about 24 years; at 6 percent, in about 12 years.
What is a reasonable inflation rate to enter?
The US CPI-U inflation rate has averaged roughly 3 percent per year over the very long run, though it moves a lot year to year and reached over 9 percent in 2022.
Why are there two different results?
The future value result keeps the number of dollars the same and shows what they will buy. The future cost result raises a today's price by inflation. They are two views of the same erosion.
How do I adjust investment returns for inflation?
Multiply the amount by (1 + inflation rate) divided by (1 + return rate) for each year, often simplified to using the difference between the return and inflation rates as an approximate real return.