The HCF of 156 and 168 is

A.	11
B.	12
C.	14
D.	None of above

If α and β are the zeros of polynomial x² + 3x - 10, find a polynomial whose zeros are 2α+3 and 2β+3.

A.	k [x2 - 49]
B.	k [x2 - 49x]
C.	k [x2 + 5x - 49]
D.	k [x2 - 51]

The pair of equations x = -40 and y = 40 graphically represents lines which are

A.	intersecting at (-40, 40)
B.	coincident
C.	parallel
D.	intersecting at (40, -40)

A natural number, when decreased by 3, equals 180 times its reciprocal. Find the
number.

A.	16
B.	11
C.	15
D.	18

For what values of p are 3p + 9, 4p + 7, and 6p - 3 sequential members of an arithmetic progression?

A.	7
B.	8
C.	10
D.	5

A ladder ^@ 52 \space m^@ long reaches a window which is ^@20 \space m^@ above the ground on one side of a street. Keeping its foot at the same point, the ladder is turned to the other side of the street to reach a window ^@48 \space m^@ high. Find the width of the street.

A.	^@ 68 \space m ^@
B.	^@ 70 \space m ^@
C.	^@ 71 \space m ^@
D.	^@ 73 \space m ^@

Find those points on the ^@y^@-axis, which are at a distance of 17 units from the point ^@A(15,6)^@.

A.	^@ (0,23) \text{ and } (0,-2) ^@
B.	^@ (0,21) \text{ and } (0,-2) ^@
C.	^@ (0,14) \text{ and } (0,-2) ^@
D.	^@ (0,14) \text{ and } (0,-9) ^@

Simplify

A.	sinθ cosθ
B.	0
C.	sin2θ - cos2θ
D.	tanθ + cotθ

In the given figure, ^@ XP ^@ and ^@ XQ ^@ are the two tangents to a circle with center ^@ O ^@ drawn from an external point ^@ X ^@. ^@ AB ^@ is another tangent touching the circle at ^@ R ^@, then ^@ XA + AR ^@ is equal to:

A.	^@ AR + RB ^@
B.	^@ XB + BR ^@
C.	^@ BQ + AP ^@
D.	^@ BQ + BR ^@

A.
B.
C.
D.

A chord of a circle of radius ^@ 70 \space cm ^@ subtends a right angle at the center. Find the area of the corresponding major segment.^@ \bigg[\pi = \dfrac { 22 } { 7 }\bigg] ^@

A.	^@ 1650 \space cm^2 ^@
B.	^@ 14000 \space cm^2 ^@
C.	^@ 1400 \space cm^2 ^@
D.	^@ \text { None of these } ^@

A camp is made in the form of a conic frustum, surmounted by a cone. The diameters of the base and top of the frustum are ^@ 16 \space m^@ and ^@ 3 \space m ^@ and its height ^@ 10 \space m ^@. The height of the camp is ^@ 15 \space m ^@. Find the quantity of canvas required to make the camp.

A.	^@ 356.2 \space m^2 ^@
B.	^@ 27.25 \space m^2 ^@
C.	^@ 487.44 \space m^2 ^@
D.	^@ \text { None of these } ^@

If the mean of the following data is 37.4, and the sum of all the frequencies is 100, then what is the value of y?

Class interval	0-10	10-20	20-30	30-40	40-50	50-60	60-70
Frequency	12	14	x	16	8	y	22

A.	16
B.	14
C.	18
D.	13

A card is drawn from a shuffled deck of 52 cards. What is the probability of getting a card greater than 2 but lesser than 10?

A.	28 52
B.	21 52
C.	14 52
D.	7 52

Jade goes for a vacation with R1760 for her expenses. If she extends her vacation by 4 days, she has to cut down her daily expenses by R4. Find original duration of her vacation.

A.	41 days
B.	39 days
C.	42 days
D.	40 days

A die has numbers 1 to 6, such that sum of opposite faces are always 7. Which is the correct view of die ?

A.
B.
C.
D.

Following chart shows number of students in a school who play one of three sports. Find the number of students who play exactly two sports.

A.	41
B.	42
C.	45
D.	44

Find the next term of given sequence ..
25, 27, 30, 35, 42, 53, 66, ....

A.	87
B.	83
C.	77
D.	86

Which is the odd one out in this set:
     steak, stake, kates, skate

A.	kates
B.	steak
C.	stake
D.	skate

Which of the following choices would replace the blank below
DEFG:HIJK::HIJK:____

A.	MNOP
B.	KLMN
C.	LMNN
D.	LMNO