1. Whiteboardmaths.com
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2. 3 3 3 3 4 4 4 4 5 5 5 5 6 6 6 6 NUMBER ALGEBRA SHAPE SPACE & M
HANDLING
DATA 3 3 3 3
SHAPE and SPACE
HANDLING DATA 4 4 4 4
SHAPE and SPACE
HANDLING DATA 5 5 5 5
SHAPE and SPACE
HANDLING DATA 6 6 6 6
SHAPE and SPACE
HANDLING DATA

3. When the numbers on the bowling pins are divided by 4 there should be no remainder. This doesn’t work for one pin. Which one? 8 20 16 18 12
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Answer

4. When the numbers on the bowling pins are divided by 4 there should be no remainder. This doesn’t work for one pin. Which one? 8 20 16 18 12
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5. Multiply the two numbers on the spinners together.10 1 2 8 3 7 4 6 5 9 10 1 2 8 3 7 4 6 5 9
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Answer

6. Multiply the two numbers on the spinners together.10 1 2 8 3 7 4 6 5 9 10 1 2 8 3 7 4 6 5 9 32
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7. Put the following oC temperatures in order of size smallest to largest.-3
10o 8 0o
-10o 4
-10
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Answer

8. Put the following oC temperatures in order of size smallest to largest.-3
10o 8 0o
-10o 4
-10
- 10, -3, 0, 4, 8
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Explain?

9. Put the following oC temperatures in order of size smallest to largest.-3
10o 8 0o
-10o 4
-10
- 10, -3, 0, 4, 8
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10. 23 8 Write the improper fraction below as a mixed number.
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Answer

11. 2 23 8 7 8 Write the improper fraction below as a mixed number.
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12. 30
Do what it says on the to the numbers on the yellow wheel to get the answer on the red wheel. 10 4
hub x3 5 6
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Answer

13. 30 12
Do what it says on the to the numbers on the yellow wheel to get the answer on the red wheel. 10 4
hub x3 5 6 15 18
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14. 8 x 9 = 72
72  9 = ?
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Answer

15. 8 x 9 = 72
72  9 = ? 8
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16. The number sequence below is called the Fibonacci Sequence and is named after a mathematician who lived many hundreds of years ago. Each number in the sequence is the sum of the two previous numbers. Work out the next 3 numbers of this sequence.
1, 1, 2, 3, 5, 8,…
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Answer

17. The number sequence below is called the Fibonacci Sequence and is named after a mathematician who lived many hundreds of years ago. Each number in the sequence is the sum of the two previous numbers. Work out the next 3 numbers of this sequence.
1, 1, 2, 3, 5, 8,…
13, 21, 34
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18. The first 4 terms of a number sequence are shown below
The first 4 terms of a number sequence are shown below. Describe in words the rule that gives the nth term in the sequence. 1 2 3 4
………
nth 4, 7,
10,
13,………
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Answer

19. Multiply the term number by 3 and add 1
The first 4 terms of a number sequence are shown below. Describe in words the rule that gives the nth term in the sequence. 1 2 3 4
………
nth 4, 7,
10,
13,………
Multiply the term number by 3 and add 1
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20. N S E W SW SE NW NE 1 A 2
An air traffic controller is controlling 3 aeroplanes on his radar screen. An airport is marked A at the centre of the screen.
What are the directions of the aeroplanes from the airport? 3
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Answer

21. N S E W SW SE NW
North NE 1 A 2
An air traffic controller is controlling 3 aeroplanes on his radar screen. An airport is marked A at the centre of the screen.
What are the directions of the aeroplanes from the airport?
West 3
South East
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22. What is the volume of the shape shown?
= 1 cm3
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Answer

23. = 1 cm3 24 cm3 What is the volume of the shape shown? Back to board
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24. = 1 cm3 12 8 4 24 cm3 What is the volume of the shape shown?
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25. What is the order of rotational symmetry for the shape below?
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Answer

26. 3 What is the order of rotational symmetry for the shape below?
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Explain?

27. What is the order of rotational symmetry for the shape below?3 2 1
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28. Match the congruent shapes.B C D E F G
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Answer

29. Match the congruent shapes.B C D E F G
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30. certain, very likely, likely, unlikely, very unlikely, Impossible ?
Beaky chooses one of Prof’s coloured number cards at random. Describe the likelihood of Beaky choosing:(a) A red coloured card (b) An even numbered card. 8 2 10 12 20 24 30 40 6 14
certain, very likely, likely, unlikely, very unlikely, Impossible ?
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Answer

31. certain, very likely, likely, unlikely, very unlikely, Impossible ?
Beaky chooses one of Prof’s coloured number cards at random. Describe the likelihood of Beaky choosing:(a) A red coloured card (b) An even numbered card. 8 2 10 12 20 24 30 40 6 14
certain, very likely, likely, unlikely, very unlikely, Impossible ?
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32. In how many matches did the batsman score between 20 and 39 runs?
Runs scored by an opening batsman in one-day cricket matches last season. 20 15
Frequency 10 5
0 - 19
Runs Scored
Answer
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33. In how many matches did the batsman score between 20 and 39 runs?
Runs scored by an opening batsman in one-day cricket matches last season. 20 15
Frequency 9 10 5
0 - 19
Runs Scored
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34. Prof and Beaky are playing a dart game at the fair
Prof and Beaky are playing a dart game at the fair. Beaky throws a dart at random at the cards. What is the probability that she hits a picture card?
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Answer

35. Prof and Beaky are playing a dart game at the fair
Prof and Beaky are playing a dart game at the fair. Beaky throws a dart at random at the cards. What is the probability that she hits a picture card?
5/9
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Explain?

36. 5 of the cards are picture cards out of a total of 9 cards.
Prof and Beaky are playing a dart game at the fair. Beaky throws a dart at random at the cards. What is the probability that she hits a picture card?
5/9
5 of the cards are picture cards out of a total of 9 cards.
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37. Red Blue White Silver Black Back to board Answer
Prof did a survey about the colour of cars passing underneath a motor way bridge. From the data he constructed the table of probabilities shown below.
Use the table to calculate the probability that a car passing underneath the bridge will be silver.
Red
Blue
White
Silver
Black
0.2
0.17
0.15 ?
0.1
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Answer

38. 0.38 Red Blue White Silver Black Back to board Explain?
Prof did a survey about the colour of cars passing underneath a motor way bridge. From the data he constructed the table of probabilities shown below.
Use the table to calculate the probability that a car passing underneath the bridge will be silver.
Red
Blue
White
Silver
Black
0.2
0.17
0.15 ?
0.1
0.38
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Explain?

39. 0.38 Red Blue White Silver Black Back to board
Prof did a survey about the colour of cars passing underneath a motor way bridge. From the data he constructed the table of probabilities shown below.
Use the table to calculate the probability that a car passing underneath the bridge will be silver.
Red
Blue
White
Silver
Black
0.2
0.17
0.15 ?
0.1
0.38
1 - ( )
Remember: For mutually exclusive events the total of all probabilities is 1.
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