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Understand and use equivalent fractions
1 Use the fraction wall to complete the equivalent fractions.
1
12
12
14
14
14
14
15
15
15
15
15
110
110
110
110
110
110
110
110
110
110
13
13
16
17
18
19
17
18
19
18
19
16
17
18
19
16
17
18
19
19
16
17
18
19
16
17
18
19
16
17
18
19
13
a) 12 =
10 c) 23 =
9 e) 810 =
5
b) 15 =
10 d) 34 =
8
f) Write three fractions equivalent to 12
g) What do you notice about the relationship between the numerator and the denominator when a fraction is equivalent to one half?
2 Write = or ≠ to show whether the fractions are equivalent or not.
a) 25
410 b) 4
5 4
10
25
52
45
4050
25
45
45
4151
25
2040
45
4455
3 Complete the bar models to show equivalent fractions.
You may have to split the bars up yourself.
a) 35
= 610
b) 13
= 39
c) 45
= 1215
© White Rose Maths 2019
4 What equivalent fractions can you see in the diagrams?
a) b)
Compare answers with a partner.
Did you get the same fractions?
5 All these fractions are equivalent.
Work out the missing numbers.
310
20 30 50 70
30
6 Write five fractions that are equivalent to 3648
© White Rose Maths 2019
7 Complete the equivalent fractions.
a) 23
= 8 e) 34
= 20
i) 208
= 2
b) 29
= 18
f) 73
= 49 j) 3220
= 8
c) 15 = 38
g) 22 = 25
k) 9 = 15
d) 1224
= 6 h) 1230
= 14 = 5
8 Here are two fraction cards.
What could the missing numbers be?
Give six possible answers.
12 = 4
12 = 4
12 = 4
12 = 4
12 = 4
12 = 4
124
