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See how inflation erodes your purchasing power over time.
Purchasing Power
$28,712.59
Present Value
$20,000.00
Purchasing Power
$13,931.17
Value Lost
$8,712.59
Future Cost
$28,712.59
Estimates only - not financial advice. Verify with a qualified professional before making decisions.
What you could do instead
+47%better
Held as cash
Inflation eats 7.5%/yr - value silently shrinks
Invested @ 8%
Park in equity / index funds at 8% nominal
Original amount
$20,000.00
Original amount
$20,000.00
Future nominal value
$28,712.59
Future nominal value
$29,386.56
Real purchasing power
$13,931.17
Real purchasing power
$20,469.46
+$6,538.29 preserved
In today's money, you'd hold $20,469.46 of real value vs $13,931.17 as cash - 47% more purchasing power.
Pay 10% extra each month
Pay just 10% extra ($15,324/mo) and save $8,558 in interest, becoming debt-free 58 months earlier.
* Based on 10% overpayment applied every month until payoff.
$20,000.00 today feels like $13,931.17 in 60 months.
💡Total Interest on $20,000.00: $8,712.59
Purchasing Power Loss: $6,068.83
Sample scenarios using current reference rate data.
Source: Federal Reserve · Updated 2026-05-01
Source: Federal Reserve · Updated 2026-05-01
Source: Federal Reserve · Updated 2026-05-01
An inflation calculator shows how the real purchasing power of a sum of money erodes over time at a given inflation rate. It uses the present-value formula in reverse - the same formula central banks use when comparing real wages or real interest rates across years.
Future cost = Present value × (1 + r)^n | Purchasing power = Present value ÷ (1 + r)^nCommon questions about using this tool for US.
Built & maintained by: Dhanasekar · Developer
Formula reference: Federal Reserve
Data last updated: May 1, 2026
This is a free educational tool, not financial advice.
Important: This calculator provides estimates for informational purposes only and does not constitute financial advice. Actual rates and terms may vary. Always consult a qualified financial advisor before making financial decisions.
Using last year's inflation rate as the long-term assumption.
Single-year readings can be volatile. For long-horizon planning, the central bank's stated target (or a slight buffer above it) is a more stable input.
Ignoring 'real return' when comparing investments.
A 5% savings rate in a year of 4% inflation is only a 1% real gain. Always subtract inflation from nominal returns when comparing long-term options.
Reference formula and educational copy. For US-specific rate data see the source link in the disclaimer block above. This is not financial advice.