PayRaiseCalc

Raise Calculator Over Time

See exactly how your raise compounds year after year. A small annual increase turns into a massive salary difference over time — this calculator shows you the full picture.

📋 Calculation History

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How Raises Compound Over Time

Every raise builds on top of last year's raise. A 4% annual raise doesn't add 4% of your original salary each year — it adds 4% of your current salary, which is already higher. After 10 years, a $60,000 salary with 4% annual raises becomes $88,815 — not $84,000 (which is what simple addition would give).

The Power of Compounding: Real Numbers

Starting Salary5 Years10 Years15 Years20 Years
$50,000 @ 3%$57,964$67,196$77,898$90,306
$50,000 @ 5%$63,814$81,445$103,946$132,665
$75,000 @ 3%$86,946$100,794$116,847$135,459
$75,000 @ 5%$95,722$122,168$155,920$198,997
$100,000 @ 4%$121,665$148,024$180,094$219,112

Why Small Raise Differences Matter Over Time

The difference between a 3% and 5% raise seems small in year one ($1,000 on a $50,000 salary). But over 20 years, that 2% gap compounds into a $42,359 salary difference. Use the scenario comparison tool above to see how different raise percentages diverge over time for your specific salary.

Inflation Eats Your Raise Over Time

A 3% raise with 3% inflation means zero real growth — your purchasing power stays flat. Over 10 years, that $67,196 salary is worth exactly $50,000 in today's dollars. This calculator shows both nominal and inflation-adjusted values so you can see your true progress.

FAQ

How do I calculate my raise over multiple years?

Use the compound formula: Future Salary = Current Salary × (1 + Raise%)^Years. For example, $60,000 with 5% for 10 years = $60,000 × 1.05^10 = $97,734.

How long until my salary doubles with annual raises?

Use the Rule of 72: divide 72 by your raise percentage. At 3%: ~24 years. At 5%: ~14 years. At 7%: ~10 years.

Should I factor in inflation when projecting raises over time?

Yes. A nominal salary of $100,000 in 10 years is worth much less than $100,000 today. This calculator shows both nominal and real (inflation-adjusted) values in the projection table.

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