Practical scenario
Price increase
Compare a new price with the original price to measure the increase relative to the original base.
Calculator Tools
Solve eight common percentage questions in one place—from “10% of 200” and “40 is what percent of 200?” to percentage change, reverse percentage and exam marks.
10% of 200
20
Calculation: (10 ÷ 100) × 200
Choose the mode that matches your question. The calculator shows both the result and the calculation used, making it suitable for shopping, business reports, grades, discounts and everyday comparisons.
Divide 40 by 200 and multiply by 100. The result is 20%.
Percentage change compares a new value with an original value. Percentage difference compares two values without treating either one as the original.
Yes. Use Reverse Percentage and enter the final value and percentage reduction.
Finance authority guide
Percentage calculations are simple only when the base, comparison direction and rounding rule are clear. Use this guide to distinguish part-of-total, increase, decrease and percentage-difference questions before relying on the result.
Practical scenario
Compare a new price with the original price to measure the increase relative to the original base.
Practical scenario
Divide completed items by total items and convert the ratio to a percentage.
Practical scenario
Compare two peer values using their average as the neutral denominator.
Divide the part by the whole and multiply by 100.
Subtract the original value from the new value, divide by the original value and multiply by 100.
Subtract the new value from the original value, divide by the original value and multiply by 100.
It compares two peer values using their average as the denominator, rather than treating either value as the original base.
Yes. A new value more than twice the original represents an increase above 100%.
Percentage change is measured relative to the selected original value, so direction matters.