If  

1

-6

  =  

-3

X

 , then X = ?

A.	-18
B.	12
C.	18
D.	None of these

Find the value of $b$ from the equation: $\dfrac{ 2b-3 } { -2 } - \dfrac{ -2b + 2 } { 5 } = \dfrac{ b + 14 } { -10 }$

A.	$6$
B.	$3$
C.	$5$
D.	$7$

If a square of area $\dfrac{ A }{ 9 }$ is cut off from a given square of area $A$, then the ratio of diagonal of the cut off square to that of the given square is

A.	$\sqrt { 9 }:1$
B.	$1:9$
C.	$9:1$
D.	$1:\sqrt { 9 }$

Find the square root of $8.3$ by long division method.(Upto $2$ decimal places)

A.	$2.88$
B.	$3.65$
C.	$3.21$
D.	$3.05$

If $(x + y)^4 = 625$ and $(x - y)^2 = 81$, then $x^2 - y^2 = ?$

A.	$35$
B.	$43$
C.	$51$
D.	$45$

Population of a town increases by 10% every year. If current population of the town is 400000. Find the population of town after 2 years.

A.	435600
B.	484015
C.	484037
D.	484000

Factorize:
$\left(c+b\right)^2 - \left(c - b\right)^2$

A.	$c+b$
B.	$4cb$
C.	$c-b$
D.	$2cb$

The exterior angles of a pentagon are in the ratio $1 : 2 : 4 : 7 : 10$. Then the interior angles of the pentagon are

A.	$165^\circ$, $150^\circ$, $120^\circ$, $75^\circ$, and $30^\circ$
B.	$166^\circ$, $152^\circ$, $124^\circ$, $82^\circ$, and $40^\circ$
C.	$167^\circ$, $154^\circ$, $128^\circ$, $89^\circ$, and $50^\circ$
D.	$163^\circ$, $146^\circ$, $112^\circ$, $61^\circ$, and $10^\circ$

A cuboid has width $2$ units, height $10$ units and length $11$ units. If you had to construct a cube of integer sides that had a larger volume than the cuboid, what would the smallest length of the edge of the cube be$?$

A.	$7$ units
B.	$12$ units
C.	$10$ units
D.	$3$ units

A rope makes $168$ rounds of a cylinder with base radius $28 \space cm$. How many times can it go round a cylinder with base radius $16 \space cm$?

A.	$294$
B.	$314$
C.	$304$
D.	$295$

Malaika can complete a task in 20 minutes, while Nthabiseng can complete the same task in 5 minutes. How long will it take to complete the task, if both Malaika and Nthabiseng work together?

A.	7 minutes
B.	4 minutes
C.	5 minutes
D.	6 minutes

Factorize by using the method of completing the square:
$p^ { 2 } + 10p + 24$

A.	$(p + 6)(p + 4)$
B.	$(p - 4)(p + 6)$
C.	$(p - 6)(p - 4)$
D.	$(p + 4)(p - 6)$

The graph below shows the revenue (in crores) of two companies (A and B) for ten years. Find the combined revenue of two companies in the year when combined revenue was maximum.

A.	65 crores
B.	64 crores
C.	66 crores
D.	63 crores

If 6477x is a five-digit number which is divisible by 9, find the smallest value of x.

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

A survey was done in all the schools of Cape Town, where each student was asked about their favorite sport. The result of the survey is shown in the circle chart.

What is the most liked sport among the students of Cape Town?

A.	Volleyball
B.	Tennis
C.	Cricket
D.	Football

Nina purchases two toys for $R 2520$ each. She sold these toys, losing $9 \%$ on one and gaining $4 \%$ on the other. Find her gain or loss percent in the whole transaction.

A.	$2.5 \%$
B.	$8.5 \%$
C.	$4.5 \%$
D.	$6.5 \%$

What should be the interest rate for an amount to become 5 times of itself at simple interest in 80 years?

A.	5% pa
B.	3% pa
C.	6% pa
D.	4% pa

Malaika's capital is $\dfrac{ 1 }{ 3 }$ times more than Caitlin's capital. Caitlin invested her capital at $25\%$ per annum for $2$ years (compounded annually). At what rate $\% \space p.a.$ simple interest should Malaika invest her capital so that after $2$ years, they both have the same amount of capital?

A.	$8\dfrac{ 19 }{ 33 }\%$
B.	$8\%$
C.	$9\%$
D.	$8\dfrac{ 19 }{ 32 }\%$

What is the value of $\left(2x^{ 2 } + 2y^{ 3 }\right)\left(5x^{ 5 } - 5y^{ 4 }\right)$ at $x = -2$ and $y = -1$?

A.	$-690$
B.	$990$
C.	$690$
D.	$-990$

(y² - 3xy - 3y + 9x) ÷ (y - 3) = ?

A.	3x + y
B.	y - 3x
C.	-x - 3y
D.	3x - y

If you toss a coin 3 times, what is the probability of getting exactly one tail?

A.	2 8
B.	4 8
C.	1 2
D.	3 8

What is the units digit of $79 \times 86 - 54$?

A.	$8$
B.	$0$
C.	$6$
D.	$7$