Write the expression for the following using brackets.
Forty-five divided by the difference of thirteen and ninety-nine.

A.	^@ 45 \div (13 - 99) ^@
B.	^@ 45 \div (13 + 99) ^@
C.	^@ 45 \times (13 - 99) ^@
D.	^@ (45 \div 13 ) - 99 ^@

Evaluate:
^@ \dfrac{ 19 }{ 3 } + \dfrac{ 19 }{ 6 } + \dfrac{ 17 }{ 12 } + \dfrac{ 5 }{ 9 } ^@

A.	^@ \dfrac{ 137 } { 12 } ^@
B.	^@ \dfrac{ 407 } { 36 } ^@
C.	^@ \dfrac{ 104 } { 9 } ^@
D.	^@ \dfrac{ 413 }{ 36 } ^@

A teacher measures the height of ^@ 8 ^@ students of her class as follows (in cm)

^@131, 159, 144, 132, 139, 141, 159, \text{ and } 130^@

Calculate the value of median for the given height.

A.	^@144^@
B.	^@140^@
C.	^@145^@
D.	^@138^@

Ferdinand has decided to buy a car. He has to choose between a diesel car and a petrol car. The diesel car costs R105000 more than the petrol car. However, it can travel 15 kilometres per litre, whereas the petrol car can only travel 12 kilometres per litre. Also, diesel costs R76.50 per litre, and petrol costs R86.40 per litre. If he buys a diesel car, how many kilometres must he drive before the savings in fuel covers the extra price of the diesel car?

A.	50000 km
B.	80000 km
C.	30000 km
D.	40000 km

If lines AB and CD intersect as shown below, find the value of angle x.

A.	20°
B.	15°
C.	25°
D.	30°

Find the number of angles formed in the given figure.

A.	10
B.	6
C.	8
D.	4

Which of the following statement is true ?

A.	All squares are congruent.
B.	If the hypotenuse of a right triangle is equal to hypotenuse of another right triangle then the triangles are congruent.
C.	Two line segments are congruent if they have the same length.
D.	If two figures have equal areas, they are congruent.

What is the value of  

18	3
	20

 % in decimal?

A.	18.15
B.	0.01815
C.	0.1815
D.	0.001815

What is the value of ?
 

14

17

 + 

17

  = 1

A.	3
B.	5
C.	4
D.	2

A swimming pool is 42 metres long and covers an area of 1134 sq. metres. What is the breadth of the swimming pool?

A.	25 m
B.	28 m
C.	27 m
D.	26 m

Find the product of ^@\dfrac { 17 } { 4 } x^{ 2 } y^@ and ^@( 2 x^{ 2 } - 12 y^2)^@.

A.	^@ \dfrac { 17 } { 2 } x^4 y \space - \space \dfrac { 17 } { 2 } x^{ 2 } y^{ 3 } ^@
B.	^@ \dfrac { 17 } { 2 } x^3 y \space - \space 51 x^{ 2 } y^{ 3 } ^@
C.	^@ \dfrac { 17 } { 2 } x^4 y \space - \space 51 y^{ 3 } ^@
D.	^@ \dfrac { 17 } { 2 } x^4 y \space - \space 51 x^{ 2 } y^{ 3 } ^@

If ^@ a = 49 ^ { 7 } ^@ and ^@ b = 7 ^ { 49 }, ^@ then which of the following inequality is true.

A.	^@ a = b ^@
B.	^@ a < b ^@
C.	^@ a > b ^@
D.	Cannot be determined.

Find the order of rotational symmetry in the given image.

A.	2
B.	5
C.	1
D.	3

What percent of ^@ 50 \text { m} ^@ is ^@ 2 \text { m} ? ^@

A.	^@4 \%^@
B.	^@12 \% ^@
C.	^@6 \% ^@
D.	^@9 \% ^@

Monique is picking up songs to play during a slideshow. Each song is  

2	1
	5

  minutes long and the slideshow is  

32	5
	7

  minutes long. How many songs can be played in the slideshow?

A.	14 67 77
B.	14 67 79
C.	14 68 77
D.	16 67 77

What is the value of (b² + 2b - 5) − ( -9b² + 8b), when b = -5?

A.	274
B.	275
C.	277
D.	273

Which of the following fraction is smallest?
^@ \dfrac{ 27 }{ 4 }, \dfrac{ 21 }{ 8 }, \dfrac{ 19 }{ 6 }, \dfrac{ 15 }{ 2 } ^@

A.	^@ \dfrac{ 15 }{ 2 } ^@
B.	^@ \dfrac{ 27 }{ 4 } ^@
C.	^@ \dfrac{ 19 }{ 6 } ^@
D.	^@ \dfrac{ 21 }{ 8 } ^@

Find the sum of following polynomials:
12p³ - 6q³ + 4pq² + 16pq - 8q and -8p³ + 18p²q + 7pq² - 12p - 8

A.	4p3 - 6q3 + 18p2q + 11pq2 - 16pq - 12p - 8q - 8
B.	4p3 + 6q3 + 18p2q + 11pq2 + 16pq - 12p - 8q - 8
C.	4p3 - 6q3 + 18p2q + 11pq2 + 16pq - 12p - 8q - 8
D.	4p3 - 6q3 - 18p2q + 11pq2 + 16pq - 12p - 8q - 8

What is the area of the given square?

A.	^@ 83 \dfrac{ 81 } { 100 } ^@ square inches
B.	^@ 82 \dfrac{ 81 } { 100 } ^@ square inches
C.	^@ 82 \dfrac{ 81 } { 10 } ^@ square inches
D.	^@ 82 \dfrac{ 80 } { 10 } ^@ square inches

If the number in the center is the sum of all other numbers, find the value of a.
(Clarification: In the figure, the terms containing a are products of a with single digit numbers.)

A.	4
B.	1
C.	0
D.	2