The sum of rational and irrational numbers is ______.

A.	a rational or irrational number
B.	an irrational number
C.	neither rational or irrational number
D.	a rational number

Which of the following expression is a polynomial?

A.	^@z^3 - \dfrac { 44 } { z } - 3 \sqrt { 44 }^@
B.	^@ z^3 - \sqrt { 44 }z - \sqrt { 44 } ^@
C.	^@ \sqrt[3] { z } + \sqrt { 44 } ^@
D.	^@ \sqrt { z } + 44 ^@

Signs of the abscissa and ordinate of a point in the first quadrant are:

A.	+, -
B.	- , -
C.	+ , +
D.	- , +

In graph of linear equation 2x + 3y = 32, there is a point such that its ordinate is twice of abscissa. Find coordinates of the point.

A.	(4, 8)
B.	(6, 3)
C.	(3, 6)
D.	(8, 4)

If lines XY and MN intersect as shown below and a:b = 3:2, find c.

A.	144°
B.	146°
C.	141°
D.	134°

In the isosceles ^@\triangle ABC, AD \perp BC,^@ then ^@ BD = \space ? ^@

A.	AD
B.	BC
C.	AC
D.	DC

In a triangle, ABC, D is a point on AB such that AB = 4AD and E is a point on AC such that AC = 4AE. Find BC.

A.	3ED
B.	4ED
C.	5ED 2
D.	AD + AE

The area of a trapezium is 561 cm² and the distance between its parallel sides is 22 cm. If one of the parallel sides is of length 25 cm, find the length of the other side.

A.	13 cm
B.	52 cm
C.	26 cm
D.	24 cm

AC is the diameter of the semicircle and BD is perpendicular to AC. If AB = 18 cm and BC = 8 cm, find the length of BD.

A.	14 cm
B.	12 cm
C.	10 cm
D.	16 cm

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.	On chord ^@PQ^@
B.	Center of the circle
C.	Anywhere in the circle
D.	None of the above

Erik makes a kite using two pieces of paper. 1^st piece of paper is cut in the shape of square where one diagonal is of the length 20 cm. At one of the vertex of this square a second piece of paper is attached which is of the shape of an equilateral triangle of length 8 cm to give the shape of a kite. Find the area of this kite.

A.	6 cm2
B.	200 cm2
C.	206 cm2
D.	309 cm2

If the radii of two hemispheres are in ratio 4:5, find the ratio of their surface area.

A.	25:16
B.	4:5
C.	16:25
D.	5:4

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

129, 129, 142, 158, 143, 148, 143, 155, 158, 148, 148, 158, 148, 143, 155, 129, 129, 133, 155, 143, 142, 143, 133, 158, 158, 155, 129, 129, 143, 143, 143, 143, 158, 133, 158, 148

Find the modal height.

A.	129
B.	142
C.	143
D.	133

Two coins are tossed simultaneously ^@ 900 ^@ times and it is found that two heads appeared ^@ 450 ^@ times, one head appeared ^@ 270 ^@ times and no heads appeared ^@ 180 ^@ times.
If two coins are tossed at random, what is the probability of getting ^@ 0 \text { heads } ^@?

A.	^@ 1 ^@
B.	^@ 0.2 ^@
C.	^@ 0.3 ^@
D.	^@ 0.5 ^@

A shopkeeper sells a bat for €28 and loses  

2

9

  of what it costs him. Find the cost price of the bat.

A.	€37
B.	€36
C.	€38
D.	€34

In a triangle ABC, AD is the median. F is the point on AC such that line BF bisect AD at E. The measure of AC = _____.

A.	2AF
B.	3AE
C.	3AF
D.	3EF