Formulas and 2026 figures checked & updated: July 2026
Inflation Inputs
Purchasing Power Results
$10,000 in 10 years costs
$13,439
Real value of $10,000 today
$7,441
Purchasing power lost
$2,559
Total inflation over period
34.4%
At 3% annual inflation, $10,000 today will have the same purchasing power as $13,439 in 10 years. Equivalently, today\'s $10,000 buys what only $7,441 could buy in 10 years.
How to Use the Inflation Calculator
- Enter the dollar amount you want to evaluate — a savings goal, past purchase, or salary figure.
- Set the annual inflation rate you want to model — use the historical US average of around 3% for a general estimate, or a custom rate.
- Enter the number of years between the two points in time you're comparing.
- Review the future cost — how much you'd need in the future to have the same purchasing power as your starting amount today.
- Review the present value — what today's amount would actually be worth, in today's purchasing power, after that many years of inflation.
- Compare the total inflation percentage over the period. Example: $100 in 2000 has about the same buying power as roughly $190 in 2026 — prices nearly doubled over that span, an increase of about 90%.
What This Calculator Does
The Inflation Calculator shows how rising prices erode the purchasing power of money over time. Enter an amount, an expected annual inflation rate, and a number of years, and it calculates two things: how much you'd need in the future to buy what that amount buys today, and conversely, what today's amount would actually be 'worth' (in today's purchasing power) after inflation eats away at it.
The result depends on three inputs: the starting dollar amount, the annual inflation rate you assume, and the number of years. For context, US inflation has averaged roughly 3% per year over the long run, though it spiked above 9% in 2022 and has since moderated toward the Federal Reserve's 2% target. A useful rule of thumb is the 'Rule of 72': dividing 72 by the inflation rate estimates how many years it takes for prices to double — at 3% inflation, prices double roughly every 24 years.
This calculator is especially useful for long-term financial planning — a retirement number that sounds comfortable today may not stretch nearly as far in 20 or 30 years, and a raise that looks generous on paper can be partly or fully erased by rising prices. Pair it with the Compound Interest Calculator to check whether your savings growth rate is actually outpacing inflation, which is what determines whether you're gaining or losing real wealth over time.
Formula
Future Cost = PV × (1 + r)^n | Present Value = PV ÷ (1 + r)^nThe first formula answers 'how much will this cost in the future?' — it grows today's amount by the inflation rate, compounded annually. The second formula answers 'what is today's amount equivalent to in the future, in terms of today's buying power?' — it shrinks the amount by the same factor.
- PVPresent value — today's amount in dollars
- rAnnual inflation rate (as a decimal), e.g. 3% = 0.03
- nNumber of years
Examples
Example 1: What $10,000 will cost in 10 years
$10,000 today, 3% annual inflation, 10 years.
You'd need about $13,439 in 10 years to buy what $10,000 buys today — purchasing power loss of roughly $2,560 on today's amount.
Example 2: A $75,000 salary in retirement-planning terms
$75,000 desired annual retirement income (in today's dollars), 3% inflation, 25 years until retirement.
You'd need roughly $157,000/year at retirement just to maintain the same purchasing power as $75,000 today — nearly double the nominal number.
Example 3: High inflation scenario
$10,000 today, 6% annual inflation (a high-inflation year like parts of 2021–2022), 5 years.
Future cost rises to about $13,382 — over $3,380 of purchasing power lost in just 5 years, more than double the loss at 3% inflation.
Key Terms Explained
- Inflation
- The gradual rise in prices that erodes purchasing power, so a dollar buys less over time.
- Real Return
- An investment's return after subtracting inflation — what your money actually gains in purchasing power.
- Compound Interest
- Interest earned on both your original balance and previously earned interest, so growth accelerates the longer money stays invested.
- APY (Annual Percentage Yield)
- The real rate of return on savings over a year once compounding is included. A 5% rate compounded monthly produces slightly more than 5% in APY.
Methodology
This calculator projects purchasing power using the standard compound-growth formula, multiplying (for future cost) or dividing (for present value) today's amount by (1 + inflation rate) raised to the number of years. It assumes a constant annual inflation rate for simplicity; actual year-to-year inflation varies and is measured by the government using the Consumer Price Index (CPI).
Frequently Asked Questions
What is inflation?+
Inflation is the rate at which the general price level of goods and services rises over time, eroding purchasing power. The US Federal Reserve targets 2% annual inflation. When inflation is high, each dollar buys fewer goods than it did before.
How does inflation affect savings?+
If your savings account earns 1% interest but inflation is 3%, you are losing 2% of purchasing power each year in real terms. To build wealth, your investments must return more than the inflation rate.
What has average US inflation been historically?+
US inflation has averaged approximately 3.0–3.5% per year over the past century. The 1970s saw peaks above 10%. Since 1990, average inflation has been closer to 2.5%. The Fed targets 2% as its long-run goal.
What is a 'good' inflation rate to use for retirement planning?+
Many financial planners use 2.5-3% as a default long-term inflation assumption for retirement projections, roughly matching the historical US average and the Federal Reserve's 2% target with a buffer. A rate that's too low can understate how much you'll actually need; some planners use a higher rate (3.5-4%) specifically for healthcare costs, since medical inflation has historically outpaced general CPI.
How much was $1 worth 20 years ago compared to today?+
At the historical US average inflation rate of about 3% per year, $1 from 20 years ago would need to grow to roughly $1.80 today to have the same purchasing power — meaning today's dollar buys only about 55% of what it did 20 years ago. The exact figure depends on actual CPI data for the specific years in question rather than an assumed constant rate.
What's the difference between nominal and real value?+
Nominal value is the raw dollar amount without adjusting for inflation — the number printed on a paycheck or price tag. Real value adjusts that amount for inflation to reflect actual purchasing power. A salary that grows 2% a year in nominal terms during a period of 3% inflation is actually shrinking in real terms, even though the dollar figure is rising.
Can I save my results?+
Yes. Use “Save results” to store a snapshot. Without an account it remains in this browser. If you log in, saved scenarios sync securely to your SmartRates account so they are available on your other devices.
How do I share my calculation?+
Click “Share” in the toolbar to copy a link (or open your device’s share sheet). The link encodes your exact inputs, so whoever opens it sees the calculator pre-filled with the same numbers and the same result.
Can I email my calculator results?+
Yes. Click “Email results” to open your default email application with the current inputs, results, and calculator link already included. Review the message and choose the recipient before sending.
Can I export or print my results as a PDF?+
Yes. Click “Export PDF” to open a clean, printable summary of your inputs and results that you can save as a PDF or print. It includes a timestamp and a link back to the calculator.
How accurate are the calculator results?+
The arithmetic follows the formula and assumptions documented on this page. The result is still an estimate because actual rates, fees, taxes, timing conventions, eligibility rules, and provider calculations can differ. Use figures from your official quote, statement, contract, or tax form before making a financial decision.
Which inputs have the biggest effect on the result?+
Rate, time, starting balance, recurring payments or contributions, and fees usually have the largest effects. Change one input at a time to create a conservative, expected, and optimistic scenario instead of relying on a single forecast.
Are taxes, fees, and inflation included?+
Only when they appear as an input or are explicitly described in the methodology. Do not assume an omitted cost is zero. Review the formula and methodology sections to see exactly what is included before comparing the result with an outside quote.
Can this calculator predict future rates or returns?+
No. A calculator projects the assumptions entered; it cannot predict market returns, inflation, variable interest rates, tax-law changes, or provider decisions. Rerun the calculation with several assumptions to understand the range of possible outcomes.
Why might my lender, bank, broker, or tax software show a different result?+
Professional systems may use daily timing, transaction dates, compounding conventions, rounding rules, account-specific fees, credits, eligibility details, or regulations that a general-purpose calculator cannot know. A small difference can be rounding; a large difference usually means an assumption or included cost is different.
Disclaimer: Calculations are for informational purposes only and do not constitute professional financial advice. Please consult with a certified professional before making financial decisions.