Divide the sum of $\dfrac{ 23 }{ 29 }$ and $\dfrac{ 14 }{ 33 }$ by their difference. The result obtained is:

A.	$\dfrac{ 12 }{ 19 }$
B.	$\dfrac{ 1165 }{ 353 }$
C.	$\dfrac{ 353 }{ 1165 }$
D.	$\dfrac{ 19 }{ 12 }$

Luis was asked by his teacher to subtract 3 from a number and to divide the result by 9. However, he subtracted 9 from that number and divided the result by 3 to get 26. If he had done it correctly, what answer would he have gotten?

A.	9.333
B.	6.333
C.	8.333
D.	10.333

Find the measure of each interior angle of a regular polygon of $9$ sides.

A.	$125 ^ \circ$
B.	$165 ^ \circ$
C.	$150 ^ \circ$
D.	$140 ^ \circ$

What is the value of $\sqrt { 81 } - \sqrt{ 784 } \space ?$

A.	$-19$
B.	$-11$
C.	$-21$
D.	$-15$

Find the value of $A$ if
$\sqrt[3] { 72 \times A } = 6$

A.	$5$
B.	$2$
C.	$6$
D.	3

Katharina deposited an amount in bank which gives $5 \%$ simple interest. If she gets $€52500$ after $10$ years, find the amount deposited by her?

A.	$€37000$
B.	$€35000$
C.	$€36000$
D.	$€33000$

Factorize: $2\sqrt{ 3 }x^ { 2 } + x-7\sqrt{ 3 }$

A.	$(x + \sqrt{ 3 })(2\sqrt{ 3 }x - 7)$
B.	$(x - \sqrt{ 3 })(2\sqrt{ 3 }x + 7)$
C.	$(x + \sqrt{ 3 })(2\sqrt{ 3 }x + 7)$
D.	$(x - \sqrt{ 3 })(2\sqrt{ 3 }x - 7)$

Which are prisms among the following?

A.
B.
C.
D.

A solid cylinder of radius 2 cm and height 7 cm is melted and re-shaped as a cuboid. If the length and breadth of the cuboid are 11 cm and 2 cm respectively, find the height of the cuboid. (Assume π = 22/7)

A.	2 cm
B.	7 cm
C.	4 cm
D.	5 cm

$(\sqrt{ 5 } + \sqrt{ 6 } )^2 - (\sqrt{ 5 } - \sqrt{ 6 } )^2 = ?$

A.	$61 + 4\sqrt{30}$
B.	$61 - 4\sqrt{30}$
C.	$4\sqrt{30}$
D.	$61$

8 workers can paint a building in 12 days. If work has to be finished in 6 days, find the number of extra workers required.

A.	8
B.	7
C.	10
D.	9

Factorize by using the method of completing the square:
$p^ { 2 } + 12p + 35$

A.	$(p - 5)(p + 7)$
B.	$(p + 7)(p + 5)$
C.	$(p + 5)(p - 7)$
D.	$(p - 7)(p - 5)$

If point (a, b) lies on the graph of function f, which of following points must also lie in the graph of inverse of f.

A.	(-b, -a)
B.	(a, b)
C.	(b, a)
D.	(-a, -b)

Antonia picks a three digit number and subtract it from the same number after reversing order of its digits. If this difference is divided by 99, find the remainder.

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

How many $cm^2$ equals to $1 \space m^2$?

A.	$10^{ 4 } \space cm^2$
B.	$10^{ 2 } \space cm^2$
C.	$10^{ 5 } \space cm^2$
D.	$10^{ 3 } \space cm^2$

Merle makes a profit of $€ 40$ if she sells a certain number of pencils she has at the price of $€ 2.1$ per pencil and incurs a loss of $€ 40$ if she sells the same number of pencils of $€ 1.6$ per pencil. What should be the selling price of all the pencils in order to make a profit of $15\%$?

A.	$€350.4$
B.	$€340.4$
C.	$€320.4$
D.	$€440.4$

How long will it take for an amount to become triple of itself at 5% per annum simple interest?

A.	40 years
B.	41 years
C.	38 years
D.	39 years

Population of a town increases by 1% every year. If current population of the town is 40000. Find the population of town after 2 years.

A.	40816
B.	36723
C.	40804
D.	44884

If the length and width of a rectangle are (b² - 5b - 3) and (3b + 9), find the area of the rectangle.

A.	3b3 - 6b2 + 54b + 27
B.	3b3 - 6b2 - 54b + 27
C.	3b3 - 6b2 - 54b - 27
D.	3b3 + 6b2 - 54b - 27

Simplify: (16z² + 24z + 9) ÷ (4z + 3).

A.	(3z + 4)
B.	(4z - 3)
C.	(3z - 4)
D.	(4z + 3)

While running late for school, Ali picks up a fruit from the fruit basket that have the following fruits. What is the probability that Ali picked a mango?

A.	1 3
B.	7 13
C.	2 7
D.	6 13

Find the missing term.

A.	6
B.	8
C.	5
D.	7