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How to find a percentage of an amount (without a calculator) ‘Per cent’ means ‘out of 100’. Finding 15% of £240 means finding 15 hundredths of it. Without a calculator, the quickest way is to build the percentage from easy pieces like 10%, 5% and 1%.
Ages 9+ (rough guide)
Level Intermediate
Subject Maths
Time 15–25 minutes
Format Online + printable
Stage UK Year 6 onwards · roughly US Grade 6 1 Learn it2 See it worked3 Try it online4 Print it5 Check your answerBefore you start
Who it's for and what to know first Dividing by 10 and 100, and adding decimals.
50% is half. 25% is a quarter. 10% is ÷ 10. 1% is ÷ 100. Build other percentages from these. 5% is half of 10%. 15% = 10% + 5%. 30% = 3 × 10%. 75% = 50% + 25%, or three quarters. To increase by a percentage, find the percentage and add it on. To decrease, subtract it. Calculator method: change the percentage to a decimal (15% = 0.15) and multiply. Worked example 1
15% of £240 10% of 240 = 24. 5% is half of that = 12. 24 + 12 = 36. Answer: £36
Worked example 2
Increase £40 by 20% 10% of 40 = 4, so 20% = 8. 40 + 8 = 48. Answer: £48
Try it online · print it · check it
Practice questions Print worksheet Print with answersIntermediate · ages 9+
Percentages of amounts Name Date
Write numbers only. You do not need to write £.
1. 10% of 60 2. 25% of 80 3. 15% of 240 4. 5% of 90 5. 30% of 150 6. 12% of 50 7. 75% of 36 8. Increase 40 by 20% Write numbers only. You do not need to write £.
1. 10% of 60 6 2. 25% of 80 20 3. 15% of 240 36 4. 5% of 90 4.5 5. 30% of 150 45 6. 12% of 50 6 7. 75% of 36 27 8. Increase 40 by 20% 48 Dividing by the percentage: 15% of 240 is not 240 ÷ 15. Finding the percentage but forgetting to add it on for an increase. Mixing up 5% (half of 10%) with 50%. Last reviewed: 25 September 2026