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Master Percentage

Learn the secrets of rapid mental computation used in competitive exams. These strategies will help you bypass traditional paper-and-pencil methods.

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The 10% and 1% Rule

Find 10% by moving the decimal 1 spot left. Find 1% by moving it 2 spots left. Build any percentage from these.

Example
15% of 60: 10% is 6, 5% is half of 10% (3). 6 + 3 = 9.
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Fractional Equivalents

Memorize common percentages as fractions to multiply instead. 25%=1/4, 20%=1/5, 50%=1/2, 12.5%=1/8, 33.3%=1/3.

Example
25% of 84 -> 1/4 of 84 -> 84 ÷ 4 = 21
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Swapping Percentages

Mathematical property: x% of y is exactly the same as y% of x. Swap them to whatever is easier.

Example
16% of 25 is hard. Swap to 25% of 16 (which is a quarter of 16) = 4
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Split Percentages

Break complex percentages into simpler additive chunks.

Example
110% of 40 = 100% (40) + 10% (4) = 44
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Subtract from 100%

Instead of finding 90%, find 10% and subtract it from the total.

Example
90% of 150 -> 10% is 15. 150 - 15 = 135

🧠 Practice

Device-only practice sets. Your last score is stored only in this browser.

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