Fractions and Decimals Worksheet
The method (Common bottoms): Add/subtract: change both fractions to the LCM of the bottoms, then add or take away the tops. Simplify at the end. Multiply: top × top over bottom × bottom, then simplify. “Of” means multiply. Decimals: line up the points; for × and ÷ by a whole number, work without the point and put it back.
NameDateTime takenScore ___ / 40
- 1.62.3 ÷ 7 =
- 2.What is 1/3 of 6 kg?
- 3.What is 1/3 of 66 kg?
- 4.6/12 − 2/10 =
- 5.8.5 × 2 =
- 6.19.2 ÷ 6 =
- 7.What is 4/9 of 270 kg?
- 8.3/11 × 1/2 =
- 9.2/9 × 4/7 =
- 10.What is 4/9 of 63 kg?
- 11.3/4 × 2/5 =
- 12.4.2 ÷ 2 =
- 13.8/10 − 3/4 =
- 14.What is 3/4 of 8 students?
- 15.3/11 + 4/8 =
- 16.What is 1/3 of ₹36?
- 17.1.85 + 9.1 =
- 18.1/6 × 1/5 =
- 19.5/7 × 3/5 =
- 20.12.8 ÷ 4 =
- 21.7.2 ÷ 2 =
- 22.23.4 ÷ 9 =
- 23.8.6 × 3 =
- 24.What is 2/9 of ₹216?
- 25.4/5 + 4/6 =
- 26.3/4 − 1/12 =
- 27.2.81 + 3.1 =
- 28.1/2 + 2/7 =
- 29.4/5 − 1/3 =
- 30.1/2 + 1/8 =
- 31.6.72 + 5.7 =
- 32.49.8 ÷ 6 =
- 33.1/2 + 8/12 =
- 34.22.5 ÷ 9 =
- 35.1/2 + 1/5 =
- 36.7.25 + 2.8 =
- 37.2.75 + 8.7 =
- 38.2/4 × 1/7 =
- 39.What is 1/2 of 34 litres?
- 40.9/10 − 1/2 =
Answer key
- 8.9
- 2
- 22
- 3/10
- 17
- 3.2
- 120
- 3/22
- 8/63
- 28
- 3/10
- 2.1
- 1/20
- 6
- 17/22
- 12
- 10.95
- 1/30
- 3/7
- 3.2
- 3.6
- 2.6
- 25.8
- 48
- 22/15
- 2/3
- 5.91
- 11/14
- 7/15
- 5/8
- 12.42
- 8.3
- 7/6
- 2.5
- 7/10
- 10.05
- 11.45
- 1/14
- 17
- 2/5
Free quantitative aptitude lessons, practice and worksheets at talentjr.in/quantitative-aptitude