KIBEIDA INTERNATIONAL SCHOOLS-PORT SUDAN END OF YEAR EXAM – MATH 8
1 Fill in the missing numbers.
2 a 35 ÷ _____ = −7
3 b 1240 = _____
4 c
5 d _______________
6 Draw a factor tree for the number 540. Write 540 as a product of its prime
factors in index form.
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11
12
13
0 = ________________________________
14 Circle the equation of the lines that are parallel to the line y = 4x + 2.
15 y = 2x + 4 y = 4x − 7 y=
10 − 4x
16 Without using a calculator, work out the following. Show your working.
17 a
× 5.8 × 2.5
______________________________________________________________
18
_________________________________________________________________________
b 6.8 × 9.9 _________________________________________________________________
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KIBEIDA INTERNATIONAL SCHOOLS-PORT SUDAN END OF YEAR EXAM – MATH 8
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24 The diagram, which is not drawn accurately, shows the position of two
towns, J and K.
25
26 a
Write down the bearing of K from J.
_________________________________________
27 b
Work out the bearing of J from K.
___________________________________________
28
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29
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30
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31 A bag contains 5 red and 7 blue counters.
32 What fraction of the counters are red?
Circle the correct answer.
33
[1]
34 The angles in a triangle are in the ratio 2 : 3 : 7.
Work out the size of the angles in the triangle.
35 ___________________________________________
_________________________________
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KIBEIDA INTERNATIONAL SCHOOLS-PORT SUDAN END OF YEAR EXAM – MATH 8
36 ___________________________________________
_________________________________
37 ___________________________________________
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38 ___________________________________________
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KIBEIDA INTERNATIONAL SCHOOLS-PORT SUDAN END OF YEAR EXAM – MATH 8
39 The diagram shows points A and M on a coordinate grid.
40 a
Write down the vector that translates point A to point M.
41
[1]
42 b
the midpoint of the line segment AB.
43
Work out the coordinates of point B. B(___, ___)
44
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45
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46 A rectangle has a length of 3x cm and a width of x + 2 cm.
47 a
Write an expression, using brackets, for the area of the
rectangle.
48
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49 b
Expand the brackets in your expression in part a.
50
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51 c
When x = 7, work out the area of the rectangle.
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KIBEIDA INTERNATIONAL SCHOOLS-PORT SUDAN END OF YEAR EXAM – MATH 8
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53
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54
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55 Insert the correct symbol, < or >, between each pair of fractions.
56 a b
[2]
57 The probability of a coloured spinner landing on red is .
Work out the probability of the spinner not landing on red.
58 ___________________________________________
_________________________________
59 ___________________________________________
_________________________________
60 a Complete the table of values for y = 3x − 5.
x −1 0 1 2 3
y
61
62 b
the coordinate grid, draw the graph of y = 3x − 5 for .
63
64 c
the line y = 3x − 5 is continued, would the point (12, 30) lie on the line?
65 Tick the correct box. Yes
No
66
Show your working.
67
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KIBEIDA INTERNATIONAL SCHOOLS-PORT SUDAN END OF YEAR EXAM – MATH 8
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69
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KIBEIDA INTERNATIONAL SCHOOLS-PORT SUDAN END OF YEAR EXAM – MATH 8
70 These are the heights, in centimetres, of 24 sunflowers.
11 13 12 10 13 11 12 11 12 11 10
0 2 3 9 5 2 7 9 95 9 1 8
12 10 13 11 11 12 10 13 12 11 13 11
2 0 0 2 8 5 2 7 9 6 9 2
71 a
Draw an ordered stem-and-leaf diagram to show this
data.
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73
74
75
76
77
78 b
Use the stem-and-leaf diagram to work out:
79
the mode ____________________________________
80
the median ____________________________________
81
the range of the data. ____________________________________
82 Circle the fractions in this list that are equal to recurring decimals.
83
84 a A sequence has the rule nth term = 2.5n − 6.
85
Work out the 8th term in the sequence.
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KIBEIDA INTERNATIONAL SCHOOLS-PORT SUDAN END OF YEAR EXAM – MATH 8
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87
_________________________________________________________________________
88 b
Work out the nth term rule for the sequence 5, 8, 11,
14, . . .
89
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90
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KIBEIDA INTERNATIONAL SCHOOLS-PORT SUDAN END OF YEAR EXAM – MATH 8
91 The diagram shows shapes C and D.
92
93 D is an enlargement of C.
94 a
What is the scale factor of the enlargement?
95
Scale factor ______________
96 b
What are the coordinates of the centre of enlargement?
( ____, ____ )
97 c
What are the coordinates of the invariant point on the
enlargement? ( ____, ____ )
98 Two fair dice are rolled and the numbers on the dice are added to give
the score.
99 a Complete the sample space diagram to show all the
possible scores.
+ 1 2 3 4 5 6
1 2 3 4 5
2 3 4
3 4
6
100
101 b
What is the probability of getting a score of 5?
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KIBEIDA INTERNATIONAL SCHOOLS-PORT SUDAN END OF YEAR EXAM – MATH 8
102
Write your answer as a fraction in its simplest form.
_____________________________
103
104 Circle the correct calculation that shows how to decrease $160 by 15%.
105 160 × 0.15 160 × −0.15 160
× 0.85 160 × 1.15
106 Solve the equation .
107 ___________________________________________
_________________________________
108 ________________________________________________________
____________________
109 ________________________________________________________
____________________
110 ________________________________________________________
____________________
111 ________________________________________________________
____________________
112 The diagram shows a sketch of a triangle.
In the space below, make an accurate drawing of this triangle.
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KIBEIDA INTERNATIONAL SCHOOLS-PORT SUDAN END OF YEAR EXAM – MATH 8
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END OF EXAM
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