Enter the values
Enter the old value (the starting number) and the new value (the updated number). We’ll calculate the difference and convert it into a percentage relative to the old value.
Need to know how much something went up? This Percentage Increase Calculator turns an old value and a new value into (1) the increase amount and (2) the percent increase—instantly. It’s perfect for price changes, salary bumps, revenue growth, or any “before vs after” number.
Enter the old value (the starting number) and the new value (the updated number). We’ll calculate the difference and convert it into a percentage relative to the old value.
The phrase percentage increase means: “How much did the value rise compared to where it started?” That “compared to where it started” part is the key—percent increase always uses the old value as the baseline.
First, compute the raw change: Increase = New − Old. If the result is positive, you’ve got an increase. If it’s negative, the new value is smaller and you actually have a decrease.
Next, convert the change into a fraction of the old value: (New − Old) ÷ Old. This answers: “What fraction of the original value is the change?”
Finally, multiply by 100 to express the fraction as a percentage: % Increase = ((New − Old) ÷ Old) × 100. A result of 25% means the value increased by one quarter of its original amount.
If the old value is 0, percentage increase is not defined because you can’t divide by zero. In real life, people sometimes say “it went from 0 to 10, that’s infinite %,” which is why this calculator will show a clear error and suggest alternatives.
Old price = 80, new price = 100. The increase is 100 − 80 = 20. Divide by the old value: 20 ÷ 80 = 0.25. Multiply by 100: 0.25 × 100 = 25%. So the price increased by 25%.
Old salary = 60,000 and new salary = 66,000. Increase = 6,000. Percent increase = 6,000 ÷ 60,000 × 100 = 10%. Translation: “A 10% raise.”
Old lift = 135 lb, new lift = 185 lb. Increase = 50 lb. Percent increase = 50 ÷ 135 × 100 ≈ 37.04%. That’s a big jump—nice.
Old value = 100, new value = 90. Increase = 90 − 100 = −10, percent change = −10 ÷ 100 × 100 = −10%. That means a 10% decrease. If you only care about decreases, use the Percentage Decrease tool.
When you click Calculate, the tool:
The output is designed to be instantly shareable: a short “headline” result plus an optional step-by-step breakdown for people who want to verify it.
“Percent change” can be either positive (increase) or negative (decrease). “Percent increase” specifically focuses on rises. The math is the same; it’s the interpretation that changes.
The formula still works, but the interpretation can be tricky because the baseline is negative. In finance, you may want to think carefully about what the “starting point” means.
Because percentage increase divides by the old value. Division by zero is undefined, so the result would be mathematically meaningless (often described as “infinite”).
If you know the old value and the percent increase, the new value is: New = Old × (1 + percent/100). If you know the new value and want to find the old, rearrange: Old = New ÷ (1 + percent/100).
If neither value is clearly “the original” (for example, comparing two measurements where both are equally valid), percent difference uses an average baseline and can be more fair. Try Percent Difference.
Yes. In spreadsheets, percent increase is often: ((New - Old) / Old) and then formatted as a percentage. Or multiply by 100 if you want the numeric percent value.
Quick links to popular tools in this category:
Percentage increase is a “viral” concept because it instantly answers questions people argue about: “Is this actually a big raise?” “How much did the price jump?” “Did we really grow last month?” For maximum shareability, screenshot the result block and post it with the before/after numbers.
Want more? Explore the All Calculators page for hundreds of tools.