Is a 3% raise enough with 4.2% inflation?
Inputs: $60,000 salary, 3% raise, 4.2% inflation.
Formula: (1.03 / 1.042) - 1.
Result: -1.15% real wage growth, about a $690 purchasing-power loss.
The raise improves nominal pay but does not fully keep up with prices.
What raise keeps a $60,000 salary whole?
Inputs: $60,000 salary and 4.2% inflation.
Formula: break-even raise = inflation.
Result: $62,520 is needed to preserve purchasing power.
A lower offer is a real pay cut before taxes and deductions.
What should a 2020 salary be worth in 2026?
Inputs: start salary, start CPI, and end CPI.
Formula: salary x end CPI / start CPI.
Result: use the CPI mode with built-in data through 2024, or enter newer 2026 CPI manually.
This converts the old salary into end-date dollars with the same buying power.
How do several small raises compare with inflation years?
Inputs: raises of 3%, 2.5%, 5%, 4% and inflation of 2%, 6%, 3.2%, 1.8%.
Formula: multiply each year's (1 + raise) / (1 + inflation).
Result: about +1.50% cumulative real growth.
Compounding can offset one weak year if later raises beat inflation.