Regarding rational numbers:
A. The quotient of two integers is always a rational number and
B.  

4

0

  is not a rational number.
Which of the following statements is correct ?

A.	A is correct but B is incorrect.
B.	A is correct and B is correct explanation of A.
C.	Both A and B are false.
D.	A is false but B is a correct explanation of A.

If f(x) = 6x + 8, find f^-1.

A.	f-1(x) = 1 6x+8
B.	f-1(x) = 6 x - 8
C.	f-1(x) = 6x + 8
D.	f-1(x) = x - 8 6

Where will the point ^@(5,2)^@ lie ?

A.	^@Quadrants^@
B.	^@Origin^@
C.	^@x-axis^@
D.	^@y-axis^@

The equation of a straight line which is parallel to y-axis, and is at a distance of p from y-axis is

A.	y = p
B.	x = p
C.	y - x = p
D.	y + x = p

If AB and PQ are parallel, compute the measure of ∠Y.

A.	262°
B.	98°
C.	257°
D.	447°

If ^@AL, BM,^@ and ^@CN^@ are the medians of the ^@\triangle ABC,^@ then:

A.	^@(AB + BC + CA) < (AL + BM + CN)^@
B.	^@(AB + BC + CA) > (AL + BM + CN)^@
C.	^@(AB + BC + CA) = (AL + BM + CN)^@
D.	None of these

The perimeter of a parallelogram is 184 cm. If one side exceeds the other side by 8 cm, what are the sides of the parallelogram ?

A.	42 cm, 34 cm
B.	46 cm, 54 cm
C.	42 cm, 50 cm
D.	43 cm, 51 cm

In the rhombus, ∠PRS = 4X - 378° and ∠QSP = 2X - 12°. Find the value of X.

A.	80°
B.	160°
C.	92°
D.	68°

There is a circular park of radius 4 meters. Three friends Isa, Jamila, and Dawood are sitting at equal distance on its boundary each having a toy telephone (connected using strings) in their hands to talk to each other. Find the length of the string between a pair of the telephones.

A.	4√2 m
B.	8 m
C.	4√3 m
D.	6 m

The contruction of a triangle ^@ ABC ^@ in which ^@ AB = 13 \space cm ^@, ^@ \angle A = 30^\circ ^@ is possible when ^@ BC + AC ^@ is equal to:

A.	^@ 14.5 \space cm ^@
B.	^@ 11.5 \space cm ^@
C.	^@ 12.5 \space cm ^@
D.	^@ 12 \space cm ^@

What is the area of an equilateral triangle with a side of ^@A \space cm^@?

A.	^@\dfrac { A \sqrt{ 3 } } {4} \space cm^2^@
B.	^@\dfrac { A^2 } {4} \space cm^2^@
C.	^@\dfrac { A^2 \sqrt{ 3 } } { 4 } \space cm^2^@
D.	^@ A^2 \sqrt { 3 } \space cm^2^@

A sphere is just enclosed inside a right circular cylinder. If the curved surface area of the cylinder is 30 cm², find the surface area of the sphere.

A.	15 cm2
B.	30 cm2
C.	60 cm2
D.	45 cm2

Given below are the weight of a few students in a school.

^@ \text { Number of students } ^@	19	26	32	42	11	21	14
^@ \text { Weight(In kg) } ^@	65	62	55	60	47	57	45

Find the modal weight.

A.	^@58^@
B.	^@63^@
C.	^@67^@
D.	^@ 60 ^@

Jamila and Jalila each have a bag that contains one ball each of the colors blue, black, red, green and yellow. Jamila randomly selects a ball from her bag and puts it in Jalila's bag. Then Jalila randomly selects a ball from her bag and puts it in Jamila's bag. What is the probability that after this the contents of the bag are the same as before?

A.	^@\dfrac{1}{3}^@
B.	^@\dfrac{2}{3}^@
C.	^@\dfrac{1}{4}^@
D.	^@\dfrac{1}{2}^@

The price of diamond varies directly as square of its weight. The price of a 15 decigrams diamond is BD11250. If diamond breaks into two pieces whose weights are in the ratio 3:2, find the loss incurred.

A.	BD5400
B.	BD5500
C.	BD5450
D.	BD5350

In an exam with two subjects, 65% candidates passed the first subject, 75% candidates passed the second subject and 25% candidates failed in both the subjects.
If 617.5 candidates passed in both subjects, then how many candidates wrote the exam?

A.	960
B.	965
C.	930
D.	950