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Percentage Increase Calculator
Sign up to favourite this calculatorEnter where a value started and where it ended. The percentage increase, the raw difference and the multiplier appear as you type, with the working shown.
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Keep this calculation as a scenario, change any input above, and the Now column shows how the result moves. Keep up to three, A to C; Open puts one back in the calculator.
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Assumptions and limits
- An estimate from the numbers you entered, for guidance only. It is not financial, tax or medical advice.
- Calculator version 1, last updated 25 October 2026.
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How to use this calculator
- Enter the starting value — the figure you are measuring the rise from.
- Enter the final value, in the same unit.
- Read the percentage increase above the supporting figures. The calculation line under the inputs shows the same sum with your numbers substituted in.
The multiplier is the quickest of the supporting figures to reuse. A 15.6% increase is a multiplier of 1.156, so any other starting value can be raised by the same proportion in one step.
What do I need to enter?
- Starting value — the figure the rise is measured from, any number from −1,000,000,000,000 to 1,000,000,000,000. It is the baseline the change is divided by.
- Final value — where the figure ended up, within the same range and in the same unit.
What do the results show?
- Percentage increase — the main figure, rounded to two decimal places. If the final value is lower, the label says it is a decrease instead.
- Difference — final minus starting value, with a + or − sign.
- Multiplier — the final value divided by the starting value, which turns any other starting value into its raised equivalent.
- Starting value, Final value andDirection — your inputs, and whether the value rose, fell or stayed the same.
- Calculation — the sum with your numbers in it. A starting value of zero shows "Not defined".
How to calculate a percentage increase
A percentage increase is the amount a value gained, expressed as a share of what it started at. So the sum is one subtraction, one division and one multiplication.
- Starting — the value before the change, e.g. 1,250
- Final — the value after the change, e.g. 1,445
- Increase — the rise as a percentage, e.g. 15.6%
The bars around the starting value mean its size is used, ignoring any minus sign. That is what keeps a rise from −200 to −100 reading as a 50% increase rather than a 50% fall.
Working through the example: 1,445 − 1,250 = 195, then195 ÷ 1,250 = 0.156, and 0.156 × 100 = 15.6%.
If your value fell rather than rose, the Percentage Decrease Calculator frames the same sum the other way round.
Worked examples
| Change | Difference | Increase |
|---|---|---|
| 1,250 → 1,445 | +195 | 15.6% |
| 40 → 50 | +10 | 25% |
| 24,000 → 26,400 | +2,400 | 10% |
| 8.50 → 9.35 | +0.85 | 10% |
| −200 → −100 | +100 | 50% |
Rows three and four make the point of the calculation: a 2,400 rise on a 24,000 salary and an 0.85 rise on an 8.50 hourly rate are the same 10% increase, even though the amounts are nothing like each other.
Frequently asked questions
How do I calculate percentage increase?
What is the difference between the increase and the difference?
What if the final value is smaller than the starting value?
Why can I not measure an increase from zero?
How do I add a percentage to a number rather than compare two numbers?
Does it work with negative numbers?
Last updated 25 October 2026.