Inflation Calculator
See how inflation affects purchasing power over time.
Inputs
Results
Disclaimer: This calculator provides estimates for informational purposes only. Results are not financial advice. Consult a qualified financial advisor for decisions about your specific situation. Actual rates, terms, and conditions may vary by lender and individual circumstances.
How Does the Inflation Calculator Work?
The inflation calculator demonstrates how rising prices erode the purchasing power of money over time. Inflation means that the same amount of money buys fewer goods and services each year. Enter an amount, the expected inflation rate, and a time period to see what your money will be worth in future dollars, or conversely, how much more you will need in the future to maintain the same buying power. The calculator uses the compound deflation formula to show the real decline in purchasing power. Understanding inflation is critical for long-term financial planning because it affects everything from savings goals to retirement planning to investment returns. An investment that returns 8% in a year with 3% inflation has only grown your real wealth by about 5%.
How to Use This Calculator
Enter the dollar amount you want to analyze, the expected annual inflation rate (3% is the historical US average), and the number of years. The calculator shows the future purchasing power of your money — what your current dollars will actually buy in the future — and how much more you would need to maintain the same buying power. For historical analysis, you can also see what a past amount is worth in today's dollars. Use the results to set more realistic savings goals that account for the rising cost of living.
Example Calculation
Lisa has $100,000 in a savings account earning 1.5% interest. She wants to understand how inflation at 3% per year affects her savings over 10 years.
- 1Current amount = $100,000
- 2Annual inflation rate = 3%
- 3Time period = 10 years
- 4Purchasing power after 10 years = $100,000 / (1.03)^10 = $74,409
- 5Savings growth at 1.5% = $100,000 x (1.015)^10 = $116,054
- 6Real value of savings = $116,054 / (1.03)^10 = $86,380
- 7Purchasing power lost = $100,000 - $86,380 = $13,620
Understanding Your Results
The future purchasing power figure shows what your current money will actually buy in the future after accounting for inflation. If the calculator shows that $100,000 has a purchasing power of $74,409 in 10 years, it means your $100,000 will only buy what $74,409 buys today. The equivalent amount needed figure shows how much you would need in the future to have the same buying power as your current amount. This is crucial for setting savings goals — if you need $50,000 in today's purchasing power in 20 years, you actually need about $90,306 at 3% inflation.
Key Inflation Concepts
Consumer Price Index (CPI)
The CPI measures the average change in prices paid by consumers for goods and services. It is the primary gauge of inflation in the US.
Core vs. Headline Inflation
Core inflation excludes volatile food and energy prices, giving a clearer picture of underlying inflation trends. Headline inflation includes everything.
Sector-Specific Inflation
Healthcare and education costs often inflate at 5-7% annually, much faster than the general 2-3% rate. Plan accordingly for these expenses.
Central Bank Target
The Federal Reserve targets 2% annual inflation. Actual rates fluctuate, but long-term planning around 2.5-3% is reasonable for the US.
Tips & Best Practices
- ✓Historical US inflation averages about 3% per year, but varies significantly by period and category.
- ✓Holding cash long-term guarantees losing purchasing power — invest to stay ahead of inflation.
- ✓TIPS (Treasury Inflation-Protected Securities) provide a guaranteed real return above inflation.
- ✓Some expenses like healthcare and education inflate much faster than the general CPI — plan for 5-7% on these.
- ✓Retirees are especially vulnerable to inflation since they are on fixed incomes. Plan for rising costs in retirement.
- ✓Inflation benefits borrowers (loans are repaid with cheaper dollars) and hurts savers (cash loses value).