1. Data Handling
14, 16, 16, 22, 23, 28, 31, 39, 51
What is the range?
What is the mode?
What is the median?
13, 15, 18, 22, 30, 34, 38, 45

2. Data Handling Draw me a scattergraph showing positive correlation
Can you give me a real life example?
Draw me a scattergraph showing negative correlation
Draw me a scattergraph showing no correlation

3. Data Handling
120 Year 11 students were asked what their best subject was. The results are shown in this pie chart:
What fraction said English?
How many said maths?

4. Data Handling
The contents of fifty Smarties tubes were counted, the results in the table below:
Number of Smarties 58 59 60 61 62 63
Frequency 5 15 20 7 2 1
How many tubes had at least 61 smarties in?
How many tubes had less than 60 smarties in?
What is the probability of choosing a tube with exactly 60 smarties in?
How would find out many smarties were there all together?
How would you then find the mean number of smarties?
What is the modal number of smarties?
What is the median number of smarties?
Sketch a bar chart to represent this data

5. Data Handling
The heights of thirty sunflower plants are measured exactly one month after planting, the results are grouped in the table below:
Height (cm)
20 < h ≤ 30
30 < h ≤ 40
40 < h ≤ 50
50< h ≤ 60
60 < h ≤ 70
70 < h ≤ 80
Frequency 2 8 12 6 1
What is the modal group?
Estimate the mean height of the sunflower plants (Calc question – doh!)
Which group contains the median height?
Draw a grouped frequency diagram to represent this data
Draw a frequency polygon to represent this data

6. Data Handling
In a game of chance two sets of cards, one blue numbered 1, 2, 3, 4, 5 & 6 the other red numbered 2, 4, 6, 8 & 10. One card of each colour is picked at random and the numbers on each multiplied together. Complete the table below:
What is the probablility that the score will be odd?
What is the probablility that the score will be a multiple of 5?
The player wins if they score less than 10. If a person plays the game once, what is the probability that they will win the game?
If 120 people each play the game once, how many would we expect to win?
If it costs £1 to play the game, and you get £5 if you win, how much profit does the game make?
Blue Cards 6 12 24 36 42 60 5 10 50 4 8 40 3 30 2 14 20 1 7 X
Red Cards

7. Number What is the sum of 123 and 456
What must you add to 48 to make 87?
What is the product of 32 and 357?
What is the value of the 7 in 1723?
Put the digits 1, 0, 8, 4 in order to make the largest positive number
the smallest odd number?
Write in words the number
Write in digits the number two million, four hundred and twenty two thousand, one hundred and fifty six.
Write 1800 as a product of prime numbers
How can you tell that 1800 is NOT a square number?
What can you multiply 1800 by to make it a square number?
Divide £800 in the ratio 6:3:1
If a dress costing £90 is reduced by 15% in a sale, how much will it cost me?

8. Number
If my bank account pays 3% per year simple interest. How much will my £1000 savings be worth in 5 years time?
What is 35% as a decimal?
What is ¼ as a decimal?
Write 35%, ¼, and 0.3 in descending order
Which is larger 3/5 or 2/3?
What is 5 6 − 3 4 ?
408 – 259
3.4 – 1.62
How many batteries costing £3.98 each can I buy with £20?
How much change do I get?
If a crate will hold 18 vases. How many crates will I need to pack 460 vases? How many vases will be left over?

9. Number Without working out, which of the following is 132 x 54 =
7125, 7126, 7128, 7129?
Using this fact, without working out, write down the answers to
1.32 x 54 =
132 x 0.54 =
71.28 ÷ 5.4 =
24, 25, 26, 27, 28, 29, 30
Write down the multiples of 5
The square number
The cube number
The prime number

10. Perimeter, Area, Volume 50cm 80cm Perimeter? Units? Area?
If this is the front of a box 10cm long, what is its volume?

11. Perimeter, Area, Volume Radius = 10cm 𝜋=3.14 circumference? Units?
If this is the front of a cylinder 10cm long, what is its volume?

12. Perimeter, Area, Volume
Radius = 10cm
𝜋=3.14
50cm
80cm
Shaded Area?

13. Perimeter, Area, Volume 3cm 4cm Area? Units? Length of longest side?
If this is the front of a box 1m long, what is its volume?

14. Perimeter, Area, Volume 3m 6m 5m Area? Units?
If this is the front of a box 5m long, what is its volume?

15. Perimeter, Area, Volume 5cm 20cm
If the volume of this cuboid is 800cm3, what is the height?

16. Shape & Space Draw a straight line Draw one parallel to it
Draw another perpendicular to them
Draw a circle with a tangent
Show the diameter
Draw a chord on it
Draw a parallelogram
Draw a trapezium
Draw a cone
Draw an equilateral triangle
Draw its lines of symmetry
Draw an isosceles triangle

17. Metric units Write down the metric units best used to describe
Distance between Tenby and Cardiff
Weight of a new born baby
Volume of a bucket
Area of a classroom
Length of a dvd case
Thickness of a dvd case
Weight of a lorry
Distance between Room 6 and Room 1
Volume of a shoebox
Volume of a can of cola
Distance between London and New York

18. Shape and Space What am I called? What is the size of x?
Sketch the net of a square based pyramid xo

19. Bearings
If the bearing of B from A is 080o. What is the bearing of A from B? B
80o A

20. Angle Properties
What is x? x
110o

21. Angle properties
What is x?
100 x 95
150

22. Parallel lines
What are a, b and c? b c a
130o

23. Enlargement
How would you enlarge this with a scale factor of 3?

24. Translation

25. Rotation

26. Reflection 

27. Reflection 

28. Loci Draw two points A and B 10cm apart A B
Now draw a boundary that is exactly 6cm from A
Now draw a boundary that is exactly the same distance from A as it is to B
Now shade in a region that is less than 6cm from A and closer to B than to A A B

29. Directed Numbers
If the temperature is 2oc, what will it be if it becomes 8o warmer?
What will it be if it becomes 8o colder?
By how many degrees will it fall to become -10oc?
What do you get if you add -3, +2, -1, -5, +4 ?

30. Sequences What is the next term? -3, 1, 5, …
Describe the rule that generates the sequence 62, 55, 48, …
What is the nth term rule for the sequence 4, 11, 18, 25, …
Write down the first three terms in the sequence with nth term rule 2n+5
What are the next two terms in the sequence 1, 4, 9, 16, …?

31. Formulas Find the value of 2P-3Q when P=7 and Q=4
What about when P=2 and Q=-3?
Pay = £6 x hours worked + £20
How much pay when 10 hours worked?
How many hours worked when paid £56?

32. Simplifying 3a + 8a – 5a 3x - 2y + 8x – 3y 4(2p – 3)
2(5x + 1) + 3(3x – 2)
5p + 8 – 2(p – 3)

33. Solving 3x = 21 X – 4 = 11 𝑦 6 =11 5x – 7 = 12 5n – 3 = 3n + 13

34. Algebra in context Write down 4 smaller than x
Write down 8 larger than x
Write down 5 times as many as x
What is the perimeter of this shape?
If I know the perimeter is 29cm, write down an equation and solve to find x. x 3x 4 5

35. Factorising and rearranging
Factorise 4x + 6
Factorise 2y2 – 8y
Rearrange p = 4r + 3 to give r =…
Make n the subject of the formula
m = 5n - 7

37. And finally… You’ll have plenty of time so DON’T rush.
Read through paper before starting – parts of your brain will start thinking about later questions whilst your on the easier ones.
Read each question carefully and make sure that you understand what it’s asking you to do before you start answering it.
When you’ve finished an answer, check back to make sure it seems sensible and answers the question.
Draw any diagrams or graphs using a pencil so you can rub out any mistakes
If you get stuck, think for a minute, if no joy move on to next question. Your brain will keep mulling over the stuck one.
If you want to replace a mistake, just cross it out so the examiner can still see it. Don’t obliterate it.
When you get to the end of the paper, go back and retry the ones you got stuck on. Don’t leave any question unanswered if possible. Go with a hunch or have a guess. The only questions you are certain to get no marks for are ones you haven’t tried.

38. Now go and nail it!!!