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Comparing Equivalent Fractions

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Comparing Equivalent Fractions

Show your thinking where you can. Use <, > or = to compare fractions.

Recognise equivalent fractions

1.Select every fraction that has the same value as 3/4.
  • 6/8
  • 6/10
  • 9/12
  • 12/16
  • 3/8
2.Which fraction is equivalent to 4/5?
  • 8/15
  • 8/10
  • 12/20
  • 5/4
3.Complete each equation with the missing number: a) 2/7 = __/21; b) 5/6 = 20/__; c) __/12 = 3/4; d) 3/9 = 1/__.

Compare and order

4.Write <, > or = in each gap: a) 3/4 __ 6/8; b) 5/6 __ 4/6; c) 2/5 __ 3/10; d) 7/12 __ 1/2; e) 4/9 __ 8/18.
5.Which is greater: 5/8 or 3/4?
  • 5/8
  • 3/4
  • They are equal
6.Put these fractions in order from least to greatest: 1/6, 2/3, 1/2, 1/3.
7.A fraction bar is split into 8 equal sections, with 6 sections shaded. Write the shaded amount as a fraction, then give an equivalent fraction with denominator 4.
8.Draw a number line from 0 to 1. Mark and label 1/4, 1/2 and 3/4 in the correct places.
00.250.50.751

Use fractions to solve problems

9.Match each fraction on the left with an equivalent fraction on the right.
  • 2/3
  • 3/5
  • 1/4
  • 5/8
  • 7/10
  • 12/20
  • 15/24
  • 5/20
  • 14/20
  • 6/9
10.Nathan ate 3/8 of a pie. Keira ate 1/2 of an equal-sized pie. Who ate more? Show how you know.
11.Write three different fractions equivalent to 2/5. Use a different denominator for each fraction.
12.Explain why 4/6 and 2/3 name the same amount.

3 printable pages

  • Comparing Equivalent Fractions, page 1 of 3: Recognise equivalent fractions, Compare and order

    Page 1

  • Comparing Equivalent Fractions, page 2 of 3: Use fractions to solve problems

    Page 2

  • Comparing Equivalent Fractions, page 3 of 3: 10. Nathan ate 3/8 of a pie. Keira ate 1/2 of an equal-sized pie. Who ate more? Show how…

    Page 3

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