1. A girl rolls a dice in a board game. What is the probability of her landing on a number less than four? 3 out of 6 Half Even chance 50/50

2. A girl rolls the dice again. Write the probability, as a fraction, of her landing on a factor of 20. 2 3 4 6

3. 232 - ___ = 199 This remains a subtraction sum 33

4. ___ - 132 = 200 Turn this some around (200 + 132) 332

5. Jonathon dropped 24 sweets in the playground and unfortunately, was only able to find 16 of them. What fraction (lowest terms) of sweets did he find? 16 24 2 3

6. British Airways are counting the number of passengers on their aeroplanes. There are fifteen aeroplanes at the airport and there are 270 passengers on each plane. For safety reasons, 25 passengers are asked to get off a plane. How many passengers are there on the planes? 4025 passengers

7. How long did it take Matt to travel 3km? 12:01 pm 5 hours

8. How long did it take Matt to travel 12km? 12:01 pm 12 hours

9. Between which two letters was Matt accelerating at the fastest rate? 12:01 pm C and D

10. What was Matt doing between B and C? 12:01 pm Stopped / Not moving / Resting

11. 6 How many lines of symmetry are there in this shape?

12. Mark on any lines of symmetry.

13. 5 How many lines of symmetry are there in this shape?

14. Mark on any lines of symmetry on the letter below. None

15. Find three fifths of 40 people. (40 ÷ 5) x 3 24 people

16. A baker needs 320 Smarties for a large ‘top hat’ order. He can buy the Smarties in bags of 35. How many bags are needed? 1 bag = 35 Smarties 10 bags = 350 Smarties 9 bags = 315 Smarties 10 bags

17. The baker needs 220 Smarties for the next ‘top hat’ order. This time, the supplier can only provide the Smarties in bags of 17. How many bags are needed? 1 bag = 17 Smarties 10 bags = 170 Smarties 11 bags = 187 Smarties 12 bags = 204 Smarties 13 bags = 221 Smarties 13 bags

18. Jay buys 2 pairs of shorts at £9.55 each and 7 Giant Cola bottles at 62p each. How much change will he get from £40? £9.55 x 2 = £19.10 £0.62 x 7 = £4.34 £40.00 - £23.44 £16.56

19. A calculator displays the number 135.93 What is the new number displayed when 9 is added? 135.93 + 9.00 144.93

20. If a man spends £25.34 in a shop, how much change will he receive from £40? £40.00 - £25.34 £14.66

21. Which of the following are prime numbers? 1212729333739 2937

22. Write the missing numbers below? ____25125625 1515

23. + 9 – 4 is a two step sum. It is the same as +5 using one step. Give the one step process for this below. -20 + 27 +7

24. + 9 – 4 is a two step sum. It is the same as +5 using one step. Give the one step process for this below. -20 + 19

25. + 9 – 4 is a two step sum. It is the same as +5 using one step. Give the one step process for this below. +5 - 11 -6

26. + 9 – 4 is a two step sum. It is the same as +5 using one step. Give the one step process for this below. x 20 ÷ 5 x4

27. What direction is A from C? NW A B C D

28. What direction is A to C? SE A B C D

29. What direction is B from C? SW A B C D

30. What direction is D to B? SE A B C D

31. Rachel is at point D facing North. Through how many degrees anticlockwise must she turn to face Mary who is standing at point C? 270 degrees A B C D

32. How long will it take Jack to travel on bus 3 from the Station to Low Bridge? 59 minutes

33. How long is it from Bus 1 leaving High Cross until Bus 6 leaves High Cross? 2 hours 35 minutes

34. Marshall arrived at Short Road at 6:14am. How long did he have to wait until the next bus arrived? 15 minutes

35. Natalie arrived at Short Road at 6:53am. What time did she get into High Cross? 8:44am

36. Laura has a business meeting and must arrive at High Cross by 8:40am. What time must she be at the Bus Station for to catch the bus? 6:15am

37. What is the size of angle A? 360° ÷ 6 = 60° A

38. What is the size of angle X? 360° ÷ 8 = 45° X

39. What is the size of angle A? 360° ÷ 10 = 36° A

40. Rachel wants to find the area of the flowers (in cm²). What must she do before she begins multiplying the length by the breadth ? Change the sides to centimetres before she begins.

41. What is the area of the flowers (in cm²)? 12cm² 30mm 80mm60mm 40mm 20mm

42. What is the area of the grass (in cm²)? 24cm² 30mm 80mm60mm 40mm 20mm

43. On am architect’s scaled drawing a line is 5mm on the page. The real length of the line at the building site is 45cm. What is the scale of the architect’s plan? 1 cm (plan) = ___ cm (real life) 90 5mm (plan) = 45 cm (real life) 10mm (plan) = 90 cm (real life)

44. On am architect’s scaled drawing a line is 1mm on the page. The real length of the line at the building site is 30cm. What is the scale of the architect’s plan? 1 cm (plan) = ___ m (real life) 3 1mm (plan) = 30 cm (real life) 10mm (plan) = 300 cm (real life)