The difference between the greatest and the least numbers of  

-4

25

 ,  

-8

8

 ,  

-4

4

 ,  

-8

4

  is:

A.	-21 25
B.	46 25
C.	-1 1
D.	0 1

If x⁷⁵ + 41 is divided by (x - 1), find the remainder.

A.	41
B.	0
C.	43
D.	42

What is the distance of the point $P(-16, 30)$ from the origin.

A.	$36$
B.	$33$
C.	$34$
D.	$39$

In the graph of the linear equation $2x + 4y = 44$, there is a point such that its ordinate is $5$ more than its abscissa. Find coordinates of that point.

A.	$(10, 5)$
B.	$(9, 4)$
C.	$(4, 9)$
D.	$(5, 10)$

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

A.	266°
B.	446°
C.	451°
D.	94°

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

In a rectangle ABCD, the diagonals bisect at O. What kind of a triangle AOB is?

A.	a right angled but not an isosceles triangle
B.	an isosceles but not right angled triangle
C.	neither isosceles nor a right angled triangle
D.	an isosceles right angled triangle

The area of a trapezium is 184 cm² and the distance between its parallel sides is 23 cm. If one of the parallel sides is of length 5 cm, find the length of the other side.

A.	9 cm
B.	5.5 cm
C.	22 cm
D.	11 cm

A chord of a circle is equal to its radius. Find the angle subtended by this chord at a point in the minor segment.

A.	140°
B.	155°
C.	150°
D.	145°

Draw a circle with its two chords $PQ$ and $RS$ such that $PQ$ is not parallel to $RS$. Draw the perpendicular bisector of $PQ$ and $RS$. At what point do they intersect each other.

A.	Center of the circle
B.	On chord $RS$
C.	Anywhere in the circle
D.	None of the above

The area of the parallelogram ABCD and the length of the altitude DE respectively in the figure below are,

A.	60 cm2, 20 cm
B.	120 cm2, 20 cm
C.	156 cm2, 24 cm
D.	60 cm2, 30 cm

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

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

is a part of the school cricket team and this year he has scored an average of 36 runs. He has played 8 innings so far and his scores in 7 of them are 28, 43, 46, 28, 44, 32, 39.
What was his score in the last innings?

A.	22
B.	30
C.	28
D.	26

Two coins are tossed simultaneously $600$ times and it is found that two tails appeared $300$ times, one tail appeared $180$ times and no tails appeared $120$ times.
If two coins are tossed at random, what is the probability of getting $2 \text { tails }$?

A.	$0.3$
B.	$0.5$
C.	$1$
D.	$0.2$

Pump A and B can fill a tank in 10 minutes and 15 minutes respectively. Both the pumps started filling the tank together but Pump B stopped when the tank was half full and the rest of the tank is filled by Pump A alone. How long did it take to fill the tank?

A.	9 minutes
B.	6 minutes
C.	8 minutes
D.	7 minutes

The average of 's marks in 6 subjects is 73. He got 143 marks in the 7^th subject. What is his average in all 7 subjects?

A.	83
B.	84
C.	85
D.	82