There are 70 questions in a competitive exam. 4 marks are awarded for each correct answer, while 4 marks are deducted for each incorrect answer. Banan answered 55 questions correctly. If she attempts all the questions, how many marks did she get?

A.	168
B.	60
C.	160
D.	220

The table below shows the number of books read by five children in one month.

Name	Number of books
Akil	?
Dhelal	17
Hafiz	15
Ali	17
Barakah	16

If Akil read 4 books less than  

1

5

  of the total number of books read by the other four children, then how many books did Akil read in a month?

A.	9
B.	8
C.	11
D.	13

Find the arithmetic mean of first 17 multiples of 7.

A.	70
B.	63
C.	59.5
D.	56

In a school, 30% boys study english and 105 boys don't. Total number of boys in the school are:

A.	31
B.	161
C.	45
D.	150

Compute the measure of ∠z.

A.	54°
B.	44°
C.	64°
D.	59°

If ∠A is a right angle, find the length of BC (All dimensions are in cm).

A.	119 cm
B.	116 cm
C.	114 cm
D.	112 cm

Which of the following statement is true ?

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

Convert  

1

40

  into percentage.

A.	1 40  %
B.	2 5  %
C.	1 4000  %
D.	5 2  %

Which of the following statements is true for a rational number  

a

b

 .

A.	The numerator a cannot be 1.
B.	The denominator b cannot be 0.
C.	The numerator a cannot be a prime number.
D.	The denominator b cannot be 1.

Teacher asks students to fix flags around the periphery of a circular ground of radius 56 meters. If each flag is fixed 2 meters apart, find the number of flags required to cover the periphery of the ground. (assume π =  

22

7

 )

A.	140
B.	352
C.	193
D.	176

Find the difference between the following polynomials:
-2xy² - 7xy - 14x - 7y and -4y³ + 6x²y + xy² + x - 5

A.	4y3 - 6x2y - 3xy2 + 7xy - 15x - 7y + 5
B.	-4y3 - 6x2y - 3xy2 - 7xy - 15x - 7y + 5
C.	4y3 - 6x2y - 3xy2 - 7xy - 15x + 7y + 5
D.	4y3 - 6x2y - 3xy2 - 7xy - 15x - 7y + 5

Simplify:

^@ \dfrac { 15 \times 3^ { q + 1 } + 9 \times 3^q } { 11 \times 3^{ q+2 } + 15 \times 3^ { q + 1 } } ^@

A.	^@ \dfrac { 9 }{ 8 } ^@
B.	^@ \dfrac { 3 }{ 16 } ^@
C.	^@ \dfrac { 3 }{ 8 } ^@
D.	^@ \dfrac { 3 }{ 10 } ^@

Find the order of rotational symmetry in the given image.

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

In an exam of Mathematics and Computers, 22% and 36% students failed in Mathematics and Computers respectively. If 13% students failed both in Mathematics and Computers, find the percentage of students who passed in both the exams.

A.	55%
B.	61%
C.	59%
D.	52%

Solve:
1 −  

1

8

  −  

2

6

 

A.	24 35
B.	24 13
C.	29 24
D.	13 24

Atiya had some bats. She gave x bats to her friends. If 3 bats are remaining with her now, how many bats she had earlier?

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

What number do you get by adding 12 Tens to 27 Ten thousandths?

A.	118.0027
B.	120.0027
C.	1.200027
D.	12.00027

A shopkeeper mixes two variants of wheat in the ratio 3:1. The first variant costs 28 per kg, while the other costs 24 per kg. If the mixed wheat is sold at the price of 20.25 per kg then find the profit/loss percent incurred by shopkeeper.

A.	25% loss
B.	25% profit
C.	30% loss
D.	30% profit

Area of a right triangle is ^@246.5 \space cm^2^@. If one of its legs measures ^@29 \space cm^@, find the length of the other leg.

A.	^@17 \space cm^@
B.	^@ 14.5 \space cm^@
C.	^@34 \space cm^@
D.	^@8.5 \space cm^@

The juice cart sells 142.87 liters of grape juice on Wednesday and 17.66 liters more than this quantity on Thursday. The following day, 13.9 liters less grape juice was sold than the quantity sold on Thursday. How many liters of grape juice was sold on Friday?

A.	146.63 liters
B.	144.63 liters
C.	146.97 liters
D.	14.663 liters