1.

This question paper consists of 3 sections: Section A, Section B and Section C

2. Answer all the questions in Section A, Section B and Section C.
3. Write all your answers in the space provided in the question paper. Show all your working. It may help you to
get marks.
4. The diagram in the questions provided are not drawn to scale unless stated.
5. A list of formulae is provided.
6. You may use a non-programmable scientific calculator.

Name: ______________________________________ Class: ________________

Section A
[20 marks]
Answers all the equations.

1. Which of the following groups of fractions is 1

A. 102 C.
arranged in descending order? 102

1 2 2 2 3 1 1
A. , , C. , , B. 103 D.
6 5 3 9 9 3 103

1 1 1 2 3 3 6. Find the value of 17.5 + 0.236 × 38 ,and round

B. , , D. , , off correct to three significant figures.
2 3 4 5 10 5
A. 26.4 C. 26.6
2. State all the prime factors of 156.
B. 26.5 D. 26.7
A. 2, 3, 7 C. 2, 13, 19
7. Which of the following graphs represent
B. 2, 3, 13 D. 3, 7, 29
2𝑦 + 4𝑥 = 3 ?
3. Express 0.0000215 in standard form

A 2.15 X 10−5 C. 2.15 X 104

B 2.15 X 10−4 D. 2.15 X 105

4. In Diagram 1, PQRS, YXWV and WUT are

straight lines.

8. Puan Lim has deposited RM4000 in a bank and

the interest is compounded twice a year at 6%.
Diagram 1 How much money does Puan Lim have Page 1 ofend
at the 14
of the year?
Find the value of j + k + l + m + n
A. RM4120.00 C. RM4243.60
A. 180 C. 540
B. RM4240.00 D. RM4494.40
B. 360 D. 720

1
5. If 10𝑥−1 = .Find the value of 10𝑥
10000
 5 Find the value of p + q
9. In Diagram 2 , sin 𝜃 = and QRS is a straight
13 A. 140 C. 144
line. Find the length of RS in cm.
B. 142 D. 146

13. The diagram shows a hallow concrete cylinder

with an external diameter of 7 m and an internal
diameter of 4 m. Calculate the volume of concrete
needed to make the cylinder.
22
[Use 𝜋 = ]
7
Diagram 2
A. 6 C. 8

B. 7 D. 9

7
10. Given that = 2 express p in term of q
3𝑝+𝑞

5−𝑞 7−𝑞 Diagram 5

A. C.
3 6
A. 77.79 m³ C. 79.79 m³
14−𝑞 7−2𝑞
B. D.
3 6 B. 78.79 m³ D. 80.79 m³

14. Diagram 6 shows the plan of composite

11. Diagram 3 shows a Venn Diagram shape made up of solid P and a solid Q.

Diagram 3
Diagram 6
List the elements for P’.
Determine the possible solids P and Q
A. 3,4 C. 3, 4, 5
Solid P Solid Q
B. 4, 5,6 D. 3, 4, 5, 6 A. Cuboid Cylinder
B. Cuboid Cone
C. Cube Prism
D. Cube Cylinder

12. In the Diagram 4 , MJK and KLM are isosceles 15. Which of the following expressed in simplest
triangles. form?
Page 2 of 14
A. 2𝑥 + 3 − 4𝑦 + 1
B. 4𝑥 + 7𝑦 − 2𝑦 − 3
C. 4𝑥𝑦 + 3𝑧 − 5
D. 3𝑥² × 𝑥 × 2𝑥𝑦

Diagram 4 16. Diagram 7 shows a hexagonal card divided into

six equal triangles.
 19. Find the solution for −2𝑥 ≤ 2(𝑥 + 8)

A. 𝑥 ≥ −4 C. 𝑥 ≥ −16

B. 𝑥 ≤ −4 D. 𝑥 ≤ −16

20. Diagram 9 is drawn on a grid of equal

Diagram 7 squares.

The pointer is spun. Find the probability of the

pointer stops at prime number.
1
A. 0 C.
2
1
B. D. 1
6

17. A car moves at a speed of 120 km ℎ−1.Find the

distance, in km, travelled by the car in 90
minutes.
A. 80 C. 170

B. 120 D. 180
Diagram 9
18. Diagram 8 is a bar chart showing the number of
Which of the polygons, A, B, C or D is the
boys and girls in four sport houses in a school.
scale drawing of P using the scale of 1: 3?

Diagram 8
Page 3 of 14
Which statement is correct based on this
bar chart?

A. The total number of girls is more than

the total numbers of boys.
B. Two sport houses have more girls than
boys.
C. Three sports houses have more boys
than girls.
D. Only one sports house has an equal
number of boys and girls