Arithmetic
Factors and Multiples
Divisibility
Order of Operations
Word Problems
100

91 - 33 

58
100

Give the first 3 multiples of 7

7, 14 and 21

100

Is 4052 divisible by 3?

no

100

24 + 14 ÷ 2

31
100

Mr Jon has 32 students and 168 sweets. What is the greatest number of sweets he can give to each student equally?

5

200

14 x 13 

182

200

The first common multiple of 3 and 4 is ____.

12
200

Which number is not divisible by 2 and 4? (a) 320 (b) 2020 (c) 3238

(c) 3238

200

84 ÷ (12 - 5) + 43

55

200

How many minutes are there in 2 hours?

120

300

8085 x 64 

517,440

300
The common factors of 18 and 24 are _______.

3 and 6

300

Is 825948 divisible by 3?

Yes

300

136 ÷ (24-7) x 12

96

300

Marcus took 25 minutes to walk from the house to the library. He arrived at 09 15. What time did he leave his house?

08 50

400

7275 ÷ 5

1455

400

What is the sum of all the factors of 32?

63

400

Which number is divisible by 7? (a) 121 (b) 4452 (c) 72144

(b) 4452

400

Place one pair of brackets to make true 8 x 9 + 2 - 14 = 74

8 x (9 + 2) - 14 = 74

400

Gordon bought 100 1-cm cubes. He wants to fix them together to form the biggest possible cube he can make. How many cubes does he need to use?

64

500

5358 ÷ 4

1339 R 2

500

What is the smallest possible number that is a multiple of 4 and 6?

12

500

Which number is divisible by 5 and 6? (a) 250 (b) 375 (c) 18000

(c) 18000

500

Place one pair of brackets to make true 65 - 7 x 9 + 4 x 12 - 8 = 18

65 - 7 x 9 + 4 x (12 - 8) = 18

500

Nicholas jogged 4970 m on Saturday.

He jogged 1720 m more on Saturday than on Sunday.

What was the total distance he jogged on both days in kilometres?

8.22 km