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Percent of a number, what percent, change between two values, increase or decrease, or the whole.
Five common percentage questions in one place. Type the numbers and the answers update as you type, with the formula behind each one.
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Percent of a number, what percent, change between two values, increase or decrease, or the whole.
The answers appear straight away, and each one shows its formula.
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Percentages turn up in shopping, work, school and money. A discount, a tip, an exam mark, a rise in prices or a tax rate all come down to the same few calculations, and they are easy to get backwards. This page puts the five most common ones side by side, each with its own inputs, so you can find the one that matches your question and see the formula behind the answer.
A 20% rise followed by a 20% fall does not bring you back to the start: 100 becomes 120 and then 96. The second percentage is applied to a different base. The same is true of a price that is increased by 10% and later reduced by 10%. When you compare two values, always decide which one is the starting point, since that is the number you divide by.
When a rate moves from 4% to 6%, it has risen by two percentage points, but the rate itself has grown by 50% (2 divided by 4). Both statements are right and mean different things; the change calculator gives the second. If you need the first, subtract the two rates.
The calculator works with plain numbers and does not know about currencies, rounding rules or taxes. For prices with tax use the VAT calculator, and for shop discounts the discount calculator. Results are shown with up to four decimals.
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