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Fractions · Ages 10–11

Fractions as division worksheet

Part of: Multiplying and dividing fractions

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Fractions as division worksheet

Fractions · Ages 10–11

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Write each answer in the space. For word problems, show your working and write a sentence answer.

Part A: Working out and filling in (2 marks each)

  1. 1.What fraction of 24 is 8?

    Answer in simplest form

    Answer:

  2. 2.11 ÷ 4 = (as a fraction in its simplest form; an improper fraction is fine)

    Answer in simplest form

    Answer:

  3. 3.18 ÷ 4 = (as a fraction in its simplest form; an improper fraction is fine)

    Answer in simplest form

    Answer:

  4. 4.What fraction of 42 is 3?

    Answer in simplest form

    Answer:

  5. 5.An hour is 60 minutes. What fraction of an hour is 25 minutes?

    Answer in simplest form

    Answer:

  6. 6.An hour is 60 minutes. What fraction of an hour is 45 minutes?

    Answer in simplest form

    Answer:

  7. 7.A metre is 100 cm. What fraction of 3 m is 65 cm?

    Answer in simplest form

    Answer:

  8. 8.A metre is 100 cm. What fraction of 1 m is 90 cm?

    Answer in simplest form

    Answer:

Part B: Choose, or true or false (2 marks each)

  1. 9.6 pizzas are shared equally among 7 people. How much pizza does each get?

    • A. 17 of a pizza
    • B. 76 of a pizza
    • C. 613 of a pizza
    • D. 67 of a pizza

    Choose the right answer

    Answer:

  2. 10.8 pizzas are shared equally among 9 people. How much pizza does each get?

    • A. 817 of a pizza
    • B. 98 of a pizza
    • C. 89 of a pizza
    • D. 19 of a pizza

    Choose the right answer

    Answer:

  3. 11.1 ÷ 11 = 111

    True or false?

    Answer:

  4. 12.1 ÷ 2 = 12

    True or false?

    Answer:

Part C: Word problems (4 marks each)

  1. 13.Tsz-hin sleeps 11 hours a day. What fraction of the day is that?

    Answer in simplest form

    Working:

    Answer:

  2. 14.A hobby group has 18 boys and 10 girls. What fraction of the group are boys?

    Answer in simplest form

    Working:

    Answer:

  3. 15.A 6 m rope is cut into 13 equal pieces. How long is each piece?

    Answer in simplest form

    Working:

    Answer:

  4. 16.7 croissants are shared equally among 11 people. How many does each get?

    Answer in simplest form

    Working:

    Answer:

  5. 17.A hobby group has 16 boys and 10 girls. What fraction of the group are boys?

    Answer in simplest form

    Working:

    Answer:

  6. 18.6 paper-wrapped cakes are shared equally among 4 people. How many does each get?

    Answer in simplest form

    Working:

    Answer:

Show the answers and working

Fractions as division worksheet: Answers and working

Part A: Working out and filling in

  1. 1. 13

    “What fraction of 24 is 8” means 8 ÷ 24. Write it as a fraction, then simplify.

    8 ÷ 24 = 824, which simplifies to 13.

  2. 2. 114

    Make 11, the number divided, the numerator and 4, the divisor, the denominator; then see if it simplifies.

    The number divided is the numerator, the divisor the denominator: 114, simplified 114.

  3. 3. 92

    Make 18, the number divided, the numerator and 4, the divisor, the denominator; then see if it simplifies.

    The number divided is the numerator, the divisor the denominator: 184, simplified 92.

  4. 4. 114

    “What fraction of 42 is 3” means 3 ÷ 42. Write it as a fraction, then simplify.

    3 ÷ 42 = 342, which simplifies to 114.

  5. 5. 512

    Compare 25 minutes with the 60 minutes in an hour: write it as a fraction, then simplify.

    An hour is 60 minutes: 25 ÷ 60 = 512.

  6. 6. 34

    Compare 45 minutes with the 60 minutes in an hour: write it as a fraction, then simplify.

    An hour is 60 minutes: 45 ÷ 60 = 34.

  7. 7. 1360

    Make the units the same first: how many centimetres is 3 m?

    Same units first: 3 m is 3 × 100 cm, and 65 ÷ (3 × 100) = 1360.

  8. 8. 910

    Make the units the same first: how many centimetres is 1 m?

    Same units first: 1 m is 1 × 100 cm, and 90 ÷ (1 × 100) = 910.

Part B: Choose, or true or false

  1. 9. D. 67 of a pizza

    Each gets 6 ÷ 7 of a pizza. When a division becomes a fraction, which number is the numerator?

    6 ÷ 7 = 67: 67 each.

  2. 10. C. 89 of a pizza

    Each gets 8 ÷ 9 of a pizza. When a division becomes a fraction, which number is the numerator?

    8 ÷ 9 = 89: 89 each.

  3. 11. False

    Should 1, the number divided, be the numerator or the denominator? Compare with 111.

    The number divided, 1, is the numerator; the divisor, 11, the denominator: 111.

  4. 12. True

    Should 1, the number divided, be the numerator or the denominator? Compare with 12.

    The number divided, 1, is the numerator; the divisor, 2, the denominator: 12.

Part C: Word problems

Marking: 2 for the working, 1 for the answer, 1 for the sentence.

  1. 13. 1124

    How many hours are there in a day? Compare 11 hours with that.

    A day is 24 hours: 11 ÷ 24 = 1124.

  2. 14. 914

    Find the size of the whole group first; the boys are the numerator and the whole group the denominator.

    The group has 18 + 10 = 28; 18 ÷ 28 = 914.

  3. 15. 613 m

    Cutting into 13 equal pieces means 6 ÷ 13. Write that as a fraction.

    6 ÷ 13 = 613 m.

  4. 16. 711 croissants

    Each gets 7 ÷ 11. Write the division as a fraction and simplify.

    7 ÷ 11 = 711.

  5. 17. 813

    Find the size of the whole group first; the boys are the numerator and the whole group the denominator.

    The group has 16 + 10 = 26; 16 ÷ 26 = 813.

  6. 18. 32 paper-wrapped cakes

    Each gets 6 ÷ 4. Write the division as a fraction and simplify.

    6 ÷ 4 = 32.

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