Compound salary growth
A constant annual growth rate applies to the previous year's salary, not only the starting salary. This creates compounding across the projection period.
Discount future money correctly
Nominal future salary is divided by the compounded inflation factor to express it in today's purchasing power. Subtracting the inflation rate each year is not mathematically equivalent.
Use a range instead of one forecast
A single percentage can imply false certainty. Marketivate shows conservative, expected, and optimistic combinations so the sensitivity is visible.
$60,000 over ten years
At 5% annual growth, nominal salary becomes about $97,734. At 3% annual inflation, that future amount has about $72,723 of today's purchasing power.
$60,000 × 1.05^10 = $97,734; $97,734 ÷ 1.03^10 = $72,723Common mistakes to avoid
Frequently asked questions
What is real future salary?
It is projected nominal salary discounted by compounded inflation, expressed in today's purchasing power.
Why are there three scenarios?
Small rate changes produce large differences over time. A range makes that uncertainty visible.
Can I enter negative salary growth?
Yes, as long as the rate is greater than -100%. This can model a planned reduction or adverse scenario.