Marshall Cavendish Cambridge Primary Mathematics (2nd edition)
Stage 5
Levelled Worksheets
(The following content has not been through the Cambridge Assessment International Education
endorsement process.)
Chapter 1: Special Numbers
Worksheet B: Tests of Divisibility
Level 1
Skill: TWM.04 Convincing
1. Atiqah needs to check if 9160 is divisible by 4 without solving the
question. How can she do it?
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Worksheet B: Tests of Divisibility
Level 1
2. Which of the following can be divided by 8?
(1) 5390
(2) 6328
(3) 7442
(4) 8156
(
Worksheet A: Prime and Composite Numbers
Level 1
Skill: TWM.05 Characterising
3. Draw a ring around all the prime numbers below.
1
2
3
4
5
© 2022 Marshall Cavendish Education Pte Ltd.
)
Marshall Cavendish Cambridge Primary Mathematics (2nd edition)
Stage 5
6
7
8
9
10
Worksheet A: Prime and Composite Numbers
Level 2
Skill: TWM.06 Classifying
4. Study the numbers below.
Fill in the blanks with these numbers in the Venn diagram.
2,
11,
odd numbers
________
________
21,
35,
89
prime numbers
________
________
________
Worksheet A: Prime and Composite Numbers
Level 2
Skill: TWM.04 Convincing
5.
47, 41, 45, 43
Miss Nisa wrote these numbers on the whiteboard.
Which is the odd one out? Explain.
© 2022 Marshall Cavendish Education Pte Ltd.
Marshall Cavendish Cambridge Primary Mathematics (2nd edition)
Stage 5
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Worksheet B: Tests of Divisibility
Level 2
Skill: TWM.04 Convincing
6. Eunice has 128 buttons. She sews 4 buttons on each shirt.
Does she have any buttons left? Why?
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Worksheet A: Prime and Composite Numbers
Level 3
7. Alisha has some beads.
The number of beads is between 120 and 140.
She divides the beads equally into 4 bowls.
The number of beads in each bowl is a prime number.
How many beads does she have in all?
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© 2022 Marshall Cavendish Education Pte Ltd.
Marshall Cavendish Cambridge Primary Mathematics (2nd edition)
Stage 5
Worksheet B: Tests of Divisibility
Level 3
Skill: TWM.04 Convincing
8. Fred made this statement,
“Numbers that are divisible by 8 are divisible by 4.”
a) Give 2 examples to show that this statement is true.
1st example
2nd example
b) Why is this statement always true?
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© 2022 Marshall Cavendish Education Pte Ltd.