Pay raise calculator
$3,500 more a year, or $292 a month
What the new salary buys as inflation runs, in the money of the day it was agreed. The dashed line is the old salary: where the curve crosses it, the raise is gone.
Going from $58,000 to $61,500 is a 6.03% raise - $3,500 more a year, $292 a month. Against 3.0% inflation the real raise is 2.95%, and the new salary buys what the old one did again in about 2.0 years.
- Enter the salary before and the salary now. The percentage is the easy part; the two lines under it are the ones that matter.
- A raise below inflation is a pay cut. The tool shows the percentage that would have left you exactly where you were.
- The erasure year is how long THIS raise lasts if nothing else changes - not a forecast of your pay.
What they gave you against what standing still costs
They raised you 6.03%. Inflation at 3.0% means 3.00% was the raise that would have left you exactly where you were, so the part that actually changed anything is 2.95%.
What it buys as the years pass
The new salary in today's money, and how it stands against the salary it replaced.
| Years on | New salary buys | Against the old salary | Standing |
|---|---|---|---|
| 1 | $59,709 | $1,709 | above |
| 2 | $57,970 | $-30 | below |
| 3 | $56,281 | $-1,719 | below |
| 5 | $53,050 | $-4,950 | below |
| 7 | $50,005 | $-7,995 | below |
| 10 | $45,762 | $-12,238 | below |
| 15 | $39,475 | $-18,525 | below |
| 20 | $34,051 | $-23,949 | below |
Questions people ask
How do I calculate a pay raise percentage?
Was my raise actually a raise?
How long before a raise disappears?
What raise would have kept me level?
Is this before or after tax?
Method and sources
- Standard percentage and compound-growth arithmeticRatio of nominal to inflation for the real raise
The calculation
The raise is the new salary over the old, minus one. The real raise divides that ratio by one plus inflation rather than subtracting inflation from it, which is why 6.03%% against 3%% is 2.94%% and not 3.03%%. The erasure year solves new divided by one-plus-inflation to the power of the years equals the old salary, giving ln(new/old) over ln(1+inflation).
What these figures do not cover
- Tax is not applied; both salaries are gross, as is the raise.
- Inflation is held constant, which no real inflation rate has ever been.
- It assumes no further raises. The erasure year is how long THIS raise lasts if nothing else changes, not a forecast of your pay.
- Bonuses, pension contributions and benefits that scale with salary are not counted.
Last updated August 2026.
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