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Who Wants To Be A Mathionaire? Question 1 Which shape has twice as many edges as faces? A Triangular pyramid B Triangular prism C Sphere D Cuboid.

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Presentation on theme: "Who Wants To Be A Mathionaire? Question 1 Which shape has twice as many edges as faces? A Triangular pyramid B Triangular prism C Sphere D Cuboid."— Presentation transcript:

1

2 Who Wants To Be A Mathionaire?

3 Question 1

4 Which shape has twice as many edges as faces? A Triangular pyramid B Triangular prism C Sphere D Cuboid

5 Which shape has twice as many edges as faces? A Triangular pyramid B Triangular prism C Sphere D Cuboid

6 500 points

7 Question 2

8 If the train leaves at 16.35 and arrives at 18.21, how long is the journey? A 2hr 5m B 1hr 46m C 1hr 15m D 1hr 35m

9 If the train leaves at 16.35 and arrives at 18.21, how long is the journey? A 2hr 5m B 1hr 46m C 1hr 15m D 1hr 35m

10 1000 points

11 Question 3

12 There are 250ml in a bottle. How many bottles can be filled from a 3 litre jug? A 3 B 8 C 10 D 12

13 There are 250ml in a bottle. How many bottles can be filled from a 3 litre jug?? A 3 B 8 C 10 D 12

14 2000 points

15 Question 4

16 I think of a number, I multiply it by three then subtract seven and the answer is 23. What number did I first think of? A 12 B 42 C 10 D 30

17 I think of a number, I multiply it by three then subtract seven and the answer is 23. What number did I first think of? A 12 B 42 C 10 D 30

18 5000 points

19 Question 5

20 The temperature was 7 o C above freezing, then it went down by 10 o C and then got 15 o warmer. What is the temperature now? A 7 o C B 2 o C C -3 o C D 12 o C

21 The temperature was 7 o C above freezing, then it went down by 10 o C and then got 15 o warmer. What is the temperature now? A 7 o C B 2 o C C -3 o C D 12 o C

22 10 000 points

23 Question 6

24 If 24 x 312 = 7488, use this information to work out 2.4 x 31.2 A 74.88 B 748.8 C 7.488 D 0.7488

25 If 24 x 312 = 7488, use this information to work out 2.4 x 31.2 A 74.88 B 748.8 C 7.488 D 0.7488

26 20 000 points

27 Question 7

28 10 cards contain the digits 0-9. Anya chooses a card at random. What is the probability that the card chosen is a factor of 12? A 1/2 B 3/10 C Zero D 2/5

29 10 cards contain the digits 0-9. Anya chooses a card at random. What is the probability that the card chosen is a factor of 12? A 1/2 B 3/10 C Zero D 2/5

30 50 000 points

31 Question 8

32 A group of five friends got the following scores in their maths tests: 65, 70, 70, 60, 80. What was the mean (average) score? A 69 B 70 C 67 D 75

33 A group of five friends got the following scores in their maths tests: 65, 70, 70, 60, 80. What was the mean (average) score? A 69 B 70 C 67 D 75

34 75 000 points

35 Question 9

36 What’s a third of a quarter? A one sixteenth B one sixth C one twelfth D one eighth

37 What’s a third of a quarter? A one sixteenth B one sixth C one twelfth D one eighth

38 150 000 points

39 Question 10

40 What is the perimeter of a rectangle, with one side of length 8cm and with an area of 56cm 2 ? A 15cm B 16cm C 30cm D 32cm

41 What is the perimeter of a rectangle, with one side of length 8cm and with an area of 56cm 2 ? A 15cm B 16cm C 30cm D 32cm

42 250 000 points

43 Question 11

44 The colour purple is made by a ratio of 3:1 of red paint to blue. How many one litre cans of both colours would be needed to make 20 litres of purple paint? A 17 red, 3 blue B 15 red, 5 blue C 12 red, 8 blue D 16 red, 4 blue

45 The colour purple is made by a ratio of 3:1 of red paint to blue. How many one litre cans of both colours would be needed to make 20 litres of purple paint? A 17 red, 3 blue B 15 red, 5 blue C 12 red, 8 blue D 16 red, 4 blue

46 500 000 points

47 Final Question! Question 12

48 Lauren is laying paving slabs in her patio. The slabs each measure 50cmx50cm square. The patio is a 3m x 4m rectangle. How many slabs will Laura need? A 62 B 48 C 2500 D 12

49 Lauren is laying paving slabs in her patio. The slabs each measure 50cmx50cm square. The patio is a 3m x 4m rectangle. How many slabs will Laura need? A 62 B 48 C 2500 D 12

50 1 000 000 points


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