What does this calculator show?
It shows how much purchasing power a given amount of money loses over time due to inflation.
Finance
Enter an amount, an annual inflation rate, and a number of years to find out what that money will be worth in the future.
Live calculator output
Enter an amount, inflation rate, and time period to see the result.
Inflation erodes purchasing power over time. The formula is: Future Value = Present Amount / (1 + Rate)^Years. This shows what your current money will be "worth" in real terms after a given period. A 3% annual inflation rate means prices roughly double every 24 years, so $10,000 today would only buy about $7,441 worth of goods in 10 years.
You have $10,000 today and inflation averages 3% per year. After 10 years, your $10,000 will only buy what $7,441 buys today — a loss of $2,559 in purchasing power. After 20 years, it drops to $5,537. This is why keeping large amounts in a zero-interest account loses value over time.
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It shows how much purchasing power a given amount of money loses over time due to inflation.
Inflation varies year to year. This gives an estimate based on a constant average rate.
No. This only models the effect of inflation on purchasing power, not investment returns.
In most developed countries, central banks target around 2% annual inflation. During economic disruptions, it can spike to 5-10% or higher.
Investing in assets that historically outpace inflation — stocks, real estate, inflation-protected bonds (TIPS) — helps preserve purchasing power.
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