Find the area of a square plot whose each side measures ^@ \dfrac { 91 } { 6 } ^@ m.

A.	^@ \dfrac { 8282 } { 36 } m^2 ^@
B.	^@ \dfrac { 8284 } { 38 } m^2 ^@
C.	^@ \dfrac { 8281 } { 36 } ^@ ^@ m^2 ^@
D.	^@ \dfrac { 8283 } { 37 } m^2 ^@

The perimeter of a rectangle is numerically equal to the area of rectangle. If width of rectangle is  

9	5
	3

  cm, then what is the length of the rectangle?

A.	32 13
B.	36.5 13
C.	34 13
D.	33.5 13

Look at the figure given below:

Find the value of angle ^@z.^@

A.	^@95^\circ^@
B.	^@ 100^\circ ^@
C.	^@ 90^\circ ^@
D.	^@ 85^\circ ^@

Which of the following numbers is a perfect square?

A.	2450
B.	980
C.	100
D.	450

What is the value of ^@ \sqrt[3]{ \dfrac{ -686 } { 250 } } ^@ ?

A.	^@ \dfrac { -7 } { 5 } ^@
B.	^@ \dfrac { -7 } { 2 } ^@
C.	^@ \dfrac { -2 } { 7 } ^@
D.	^@ \dfrac { -5 } { 2 } ^@

Find the compound interest on ^@ € 50000 ^@ for ^@ 1 ^@ year at ^@ 12 \% ^@ per annum, compounded half yearly.

A.	^@ € 6276 ^@
B.	^@ € 6180 ^@
C.	^@ € 6138 ^@
D.	^@ € 6200 ^@

If ^@p + q + \dfrac{ 1 }{ p + q } = 2^@, find the value of ^@(p + q)^{ 2 } + \dfrac{ 1 }{ (p + q)^2 }^@.

A.	^@0^@
B.	2
C.	^@\dfrac{1}{2}^@
D.	^@1^@

In the following figure, ^@ AD = AB, ^@ ^@ \angle DAB = \angle DCB = \angle AEC = 90^\circ ^@ and ^@ AE = 15 \space cm. ^@ Find the area of the quadrilateral ^@ ABCD. ^@

A.	^@ 223 \space cm^2^@
B.	^@ 230 \space cm^2^@
C.	^@ 30 \space cm^2^@
D.	^@ 225 \space cm^2^@

How many boxes, each of size 3 cm x 5 cm x 2 cm, can be packed in a carton of size 39 cm x 30 cm x 8 cm?

A.	1950
B.	600
C.	208
D.	312

^@ \left( \dfrac{ 5 } { 4 } \right)^{ 3 } \div \left( \dfrac{ 5 } { -4 } \right)^{ 3 } = ? ^@

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

Thomas can do a piece of work in ^@ 48 ^@ days. He works at it for ^@ 12 ^@ days and then Marie alone finishes the work in ^@ 30 ^@ days. In how many days they together could have completed the work^@?^@

A.	^@ \dfrac { 240 } { 11 } ^@
B.	^@ \dfrac { 241 } { 11 } ^@
C.	^@ \dfrac { 243 } { 11 } ^@
D.	^@ \dfrac { 242 } { 11 } ^@

Find factors of the polynomial ^@q^ 2 - 3pq - 7q + 21p^@.

A.	(^@3p + q^@)(^@q - 7^@)
B.	^@(q - 3p)^@ and ^@(q - 7)^@
C.	(^@ -3p + q^@)(^@ -7q - 1^@)
D.	(^@ -3q + p^@)(^@ -q - 7^@)

Following chart shows the revenue (in millions) of a company. Assuming the trend between data points to be linear, find the revenue for the 4^th year.

A.	35 millions
B.	36 millions
C.	34 millions
D.	38 millions

Find the value of A from following summation.

	A	B
+	4	7
1	3	A

A.	7
B.	0
C.	9
D.	1

For the school assembly, the students are made to stand so that the number of rows is equal to the number of students in each row. If there are 69 rows, how many students were present at the assembly?

A.	4754
B.	4760
C.	4761
D.	4765

A trader marks her goods at ^@30 \% ^@ above the cost price and allows a discount of ^@5 \% ^@. Find her gain ^@ \%. ^@

A.	^@ 27.48 \% ^@
B.	^@ 24.94 \% ^@
C.	^@ 23.5 \% ^@
D.	^@ 28.5 \% ^@

How long will it take for an amount to become 4 times of itself at 4% per annum simple interest?

A.	77 years
B.	75 years
C.	76 years
D.	73 years

Tanguy bought a scooter at €10000. If its value depreciates at the rate of 10% per annum, find the value of the scooter after 2 years.

A.	€8910
B.	€8136
C.	€8117
D.	€8100

Find product of following polynomials:
(q² - 3q - 1) and ( -2q² + 5q + 1)

A.	-2q4 + 11q3 - 12q2 - 8q - 1
B.	-2q4 - 11q3 - 12q2 - 8q - 1
C.	-2q4 + 11q3 - 12q2 - 8q + 1
D.	-2q4 + 11q3 + 12q2 - 8q - 1

Divide ^@ 48x^ { 3 }-16x^ { 2 }-10x-1 ^@ by ^@ 6x + 1 ^@.

A.	^@5x^ { 2 }-3x-5^@
B.	^@8x^ { 2 }-4x-1^@
C.	^@x^ { 2 }-8x-9^@
D.	^@-7x-2^@

Maxence draws ^@4^@ cards out of a deck of ^@52^@ cards. What is the probability that he draws ^@a \space King, \space a \space 2, \space a \space 10, \space and \space a \space 7^@?

A.	^@\dfrac { 4 } { 52 }^@
B.	^@\dfrac { 3 } { 52 }^@
C.	^@\dfrac { 256 } { 270725 }^@
D.	^@\dfrac { 256 } { 22100 }^@

In a birthday party all the 8 people present shake hands with each other once. How many handshakes will there be altogether?

A.	36
B.	28
C.	8
D.	20