If the numerator and denominator have opposite signs then the number is

A.	Negative irrational
B.	Negative rational
C.	Positive rational
D.	Positive fraction

Priya has decided to buy a car. She has to choose between a diesel car and a petrol car. The diesel car costs RM400 more than the petrol car. However, it can travel 17 kilometres per litre, whereas the petrol car can only travel 15 kilometres per litre. Also, diesel costs RM1.19 per litre, and petrol costs RM1.20 per litre. If she buys a diesel car, how many kilometres must she drive before the savings in fuel covers the extra price of the diesel car?

A.	20000 km
B.	40000 km
C.	30000 km
D.	70000 km

What is the sum of all interior angles of a polygon of $10$ sides$?$

A.	$21 \text{ right angles }$
B.	$16 \text{ right angles }$
C.	$17 \text{ right angles }$
D.	$14 \text{ right angles }$

What is the square root of 0.0289?

A.	±0.17
B.	±0.47
C.	±1.67
D.	±0.017

Find the cube of $(-17)$.

A.	$-4913$
B.	$-289$
C.	$4352$
D.	$4913$

3600 tube-lights are bought at the rate of RM40 each. Out of them only 3240 are sold at rate of RM45 each and the remaining are left unsold. Find the overall profit/loss percent.

A.	8.75% profit
B.	11.25% profit
C.	3.75% profit
D.	1.25% profit

Factorize: $x^2 - z^2 + y^2 - p^2 + 2pz - 2xy$

A.	$(x - y + p - z)(x - y - p + z)$
B.	$(x - y + p - z)(x - y - p - z)$
C.	$(x - y + p + z)(x - y - p + z)$
D.	$(x - y + p - z)(x - y + p + z)$

Identify an closed curve that is made up of curved lines only.

A.
B.
C.
D.

A rectangle and a square have the same area. If the side of the square is 20 metres and the width of the rectangle is 5 metres, find the length of the rectangle.

A.	84.75 metres
B.	80.75 metres
C.	80 metres
D.	74.75 metres

Simplify the following and write the answer in exponential form
 

3 -4

3 -2

  × 3 ^-4 × 3 ^-3 = ?

A.	3-9
B.	3-7
C.	3-10
D.	3-11

If $x:y = 5:5$ and $5:x = 5:7,$ then what is the value of $y?$

A.	$6$
B.	$9$
C.	$7$
D.	$13$

Factorize:
$m(mx + ny)^2 + mn(mx + ny) + n(mx + ny)$

A.	$(mx - ny)[mx^2 + mny + mn + n]$
B.	$(mx + ny)[m^2x + mny + mn + n]$
C.	$(mx + ny)[mx^2 + mny + mn + n]$
D.	$(mx - ny)[m^2x + mny + mn + n]$

The average temperature in Kota Kinabalu is shown over 10 weeks in the graph below. Which week saw the biggest drop in temperature?

A.	Week 2
B.	Week 1
C.	Week 9
D.	Week 4

Salahuddin's roll number is a two digit number. His friend Lynn's roll number has the same digits as Salahuddin's roll number, but with digits interchanged. If they add their roll number, and divide the sum by 11. Find the remainder of this division.

A.	0
B.	1
C.	2
D.	Can not be determined without knowing the roll number

For any given number m, which of the following can be Pythagorean triplets?

A.	2m - 1, m2 - 1, m2
B.	2m, m2 - 1, m2 + 1
C.	2m + 1, m2 - 1, m2 + 1
D.	2m, m2, m2 + 1

Haziq spent $RM60$ on food and $RM30$ on non-food products in the supermarket. There's a sales tax of $6\%$ on non-food products only. How much did Haziq spend in total at the supermarket?

A.	$RM90.8$
B.	$RM101.8$
C.	$RM89.8$
D.	$RM91.8$

Jeremy deposited RM25920 in a bank which offers 14 percent simple interest per annum. How much money would Jeremy receive if he withdraws his entire deposit after 9 years?

A.	RM58559.2
B.	RM58579.2
C.	RM58599.2
D.	RM58609.2

Najihah invested $RM40000$ in mutual funds. She is being offered $8 \%$ interest per annum compounded half yearly. If Najihah takes out all her money from the funds at the end of one year. Find the amount of interest received by her.

A.	RM3264
B.	RM3274
C.	RM3302
D.	RM3590.4

What is the value of $\left(3p^{ 2 } + 5q^{ 5 }\right)\left(4p^{ 4 } - 2q^{ 3 }\right)$ at $p = -3$ and $q = 2$?

A.	$57596$
B.	$-57596$
C.	$-59196$
D.	$59196$

The product of the two numbers is $21x^ { 3 } + 80x^ { 2 } + 73x + 24$. If one number is $3x + 8$. Then what is the other number?

A.	$7x^ { 2 } + 8x + 3$
B.	$6x^ { 2 }-6x + 8$
C.	$6x^ { 2 }-9x + 9$
D.	$2x-4$

A group of students from a British school are selected for a study. The color of the eyes of the students are noted as below:

Color of Eyes	Number of Students
green	11
blue	4
grey	9
brown	11
black	4

What is the probability that the color of a student's eyes, chosen randomly, is blue?

A.	4 35
B.	1 39
C.	5 35
D.	4 39

The ratio of the speeds of two trucks is 3:2. If the first truck covers a distance of 140 km in 2 hours, then how much distance will the second truck cover in 3 hours?

A.	130 km
B.	140 km
C.	150 km
D.	160 km