Inflation Calculator
Today's value
Range: 1 - 50
Historical average: ~3%
Future Cost
$180,611.12
To buy the same goods in 20 years
Purchasing Power
$55,367.58
$100,000.00 will feel like
Value Lost
$44,632.42
44.6% lost to inflation
Total Inflation
80.6%
Over 20 years
What This Means
If you have $100,000.00 today, in 20 years it will only buy what $55,367.58 buys today. To maintain the same purchasing power, you would need $180,611.12.
Inflation Formula
Future Value = Present Value × (1 + r)^n
Where r = inflation rate, n = years
Year-by-Year Impact
| Year | Cost to Buy Same Goods | Purchasing Power of $100,000.00 | Value Lost |
|---|---|---|---|
| 0 | $100,000.00 | $100,000.00 | $0.00 |
| 1 | $103,000.00 | $97,087.38 | $2,912.62 |
| 3 | $109,272.70 | $91,514.17 | $8,485.83 |
| 5 | $115,927.41 | $86,260.88 | $13,739.12 |
| 7 | $122,987.39 | $81,309.15 | $18,690.85 |
| 9 | $130,477.32 | $76,641.67 | $23,358.33 |
| 11 | $138,423.39 | $72,242.13 | $27,757.87 |
| 13 | $146,853.37 | $68,095.13 | $31,904.87 |
| 15 | $155,796.74 | $64,186.19 | $35,813.81 |
| 17 | $165,284.76 | $60,501.64 | $39,498.36 |
| 19 | $175,350.61 | $57,028.60 | $42,971.40 |
| 20 | $180,611.12 | $55,367.58 | $44,632.42 |
Calculator Assumptions
- Inflation rate: Default 3% based on US historical average; actual rates vary year-to-year (0-15%+)
- Constant rate: Assumes same inflation every year; real inflation fluctuates
- General basket: Based on overall CPI; personal inflation varies by spending categories
- Regional variation: Inflation rates differ by location; national average used
- Specific goods: Healthcare, education, and housing often inflate faster than average
About the Inflation Calculator
The Inflation Calculator shows how the purchasing power of money changes over time, letting you see what a sum from one year is worth in another. It works by applying compounding inflation rates between two points in time, so a dollar amount is scaled up or down by the cumulative price change across the period. This makes it easy to answer questions like what 1,000 dollars in 2000 would buy today, or how much a future expense will cost once prices have risen.
The underlying mechanism is compound growth applied to prices rather than investments: each year's inflation rate stacks on the previous total, so even modest annual rates add up substantially over decades. At a 3 percent average annual inflation rate, prices roughly double every 24 years, which means money sitting idle in cash loses about half its real value over that span. The tool lets you enter a custom inflation rate or use historical averages to model either past comparisons or forward projections.
People use this to evaluate whether a raise actually outpaces the cost of living, to set realistic savings targets for distant goals like college or retirement, and to understand historical prices in today's terms. A key practical lesson is that inflation is the silent erosion of cash savings, which is why long-term money is typically invested rather than held in a low-yield account. When negotiating salary, comparing a multi-year offer against cumulative inflation reveals whether your real income is rising or quietly shrinking.
This pairs especially well with a Retirement Calculator and a FIRE Calculator, both of which depend on expressing future needs in present-day dollars. When converting a wage across years, run the figure alongside the Hourly to Salary or Salary to Hourly tools to compare real earning power rather than nominal pay.
Frequently asked questions
- What does an inflation calculator tell me?
- It shows how the purchasing power of a given amount of money changes between two dates by applying cumulative inflation rates over that period.
- How is inflation compounded over time?
- Each year's inflation rate is applied on top of the previous year's total, so the effect compounds. Small annual rates produce large cumulative changes over decades.
- How fast does inflation erode my savings?
- At about 3 percent annual inflation, prices roughly double every 24 years, meaning idle cash loses around half its real value over that span.
- Does a raise that matches inflation make me better off?
- No. A raise equal to inflation keeps your purchasing power flat. To gain real income, your raise must exceed the cumulative inflation rate over the same period.
- Can I project future prices?
- Yes. Enter an assumed future inflation rate and the calculator will scale a present amount forward to estimate its equivalent cost in a later year.
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