Finance

Inflation Calculator

What today's money will be worth tomorrow.

Inflation quietly taxes every dollar you don't invest. Enter an amount, an annual inflation rate and a time span to see what that money will buy in the future — or what a future price costs in today's dollars. It's the reality check behind every savings plan.

Introduction

Inflation is the gradual loss of purchasing power: when prices rise 3% a year, each dollar buys 3% less every year. Over a decade that compounds relentlessly — $100 at 3% annual inflation has the buying power of only about $74 after 10 years (100 / 1.03^10 = 74.41). This is why cash savings feel safe but quietly shrink, and why investments must beat inflation to build real wealth. The relationship is captured by the 'real return' approximation: real return ≈ nominal return minus inflation. A savings account paying 4% during 3% inflation earns about 1% in real terms — barely treading water.

The US Bureau of Labor Statistics publishes the Consumer Price Index (CPI), the standard inflation measure, tracking a basket of household goods and services. Its free inflation calculator translates dollar amounts between any two years using actual CPI data — far more accurate than applying a flat rate, because real inflation swung from double digits in the early 1980s to near zero in 2009 to the 2021-2022 spike. Economists consider ~2% annual inflation healthy; sustained high inflation punishes savers and anyone on fixed income, while deflation (falling prices) sounds pleasant but typically signals a sick economy. When planning decades ahead, use real (inflation-adjusted) returns for every projection — a 7% investment return at 3% inflation is roughly 4% of genuine growth, and that is the number your retirement actually runs on.

How it's calculated

Future cost = amount × (1 + rate)^years; buying power = amount ÷ (1 + rate)^years — two sides of the same compounding coin.

Worked examples

$100 of buying power eroded at 3% for 20 years

The future price of today's $100 basket: 100 x 1.03^20 = 100 x 1.80611 = $180.61. Equivalently, $100 twenty years from now buys what $100 / 1.80611 = $55.37 buys today — nearly half the purchasing power gone. Two decades of 'low' 3% inflation nearly halves money's power, which is the hidden tax on idle cash. At 2% inflation the erosion is gentler (100 x 1.02^20 = $148.59); at 5% it is brutal ($265.33). Small rate differences, huge long-run consequences — inflation compounds just like interest.

Using the BLS CPI inflation calculator

The BLS calculator applies official CPI data rather than a guessed rate: for example, roughly $100 in 2000 equates to about $186 in 2025 dollars, because the CPI rose from about 172 to about 320 over that span (320/172 = 1.86). Always use the BLS tool for historical comparisons — a flat 3% assumption would have given 100 x 1.03^25 = $209.38, overshooting by more than $20, because actual inflation averaged under 3% across those years. For forward-looking plans, though, a flat assumed rate is the honest approach, since nobody knows future CPI.

Frequently asked questions

What is purchasing power?

It's what your money can actually buy. If inflation runs 3% for 10 years, $100 today buys what $134 will buy then — or equivalently, today's $100 will only feel like $74 in future spending power.

What inflation rate should I use?

Many planners use 2–3% for long-run estimates in stable economies, matching central bank targets. For a stress test, try 4–5% and watch how much harder your savings have to work.

Does this use real historical inflation?

No — it projects a constant rate you choose. Real inflation bounces around year to year; this calculator shows the cumulative effect of your assumed average.

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References