Choose the correct statement.

A.	The square of a prime number is prime.
B.	The product of two square numbers is a square number.
C.	The difference between two square numbers is a square number.
D.	The sum of two square numbers is a square number.

A man is 6 years older than his wife and the wife is now thrice as old as their daughter, who is 10 years old. How old was the man when his daughter was born?

A.	26
B.	30
C.	31
D.	23

Look at the figure given below:

Find the value of angle ^@z.^@

A.	^@ 70^\circ ^@
B.	^@ 135^\circ ^@
C.	^@110^\circ^@
D.	^@ 115^\circ ^@

Which is the smallest fraction that must be subtracted from the square root of  

5	4
	9

  so that the resulting number is a positive whole number?

A.	1 5
B.	1 3
C.	3 1
D.	1 4

Find the cube of 36.

A.	46656
B.	46620
C.	1296
D.	49284

If a rhombus is re-shaped such that one of its diagonal increases by 2%, while other diagonal decreases by 2%. Find the percentage change in the area of rhombus.

A.	4% decrease
B.	0.04% decrease
C.	0.4% decrease
D.	0.4% increase

The product of the two numbers is ^@ -9x^ { 3 }-68x^ { 2 }-22x + 24 ^@. If one number is ^@ -x^ { 2 }-8x-6 ^@. Then what is the other number?

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

Five identical rectangles of area ^@50 \space cm^2^@ are arranged into a large rectangle as shown.

Find the perimeter of the large rectangle.

A.	^@78 \space cm^@
B.	^@70 \space cm^@
C.	^@50 \space cm^@
D.	^@73 \space cm^@

Find area of following trapezoid. (All measurements are in cm)

A.	522 cm2
B.	506 cm2
C.	520 cm2
D.	532 cm2

9.7 × 10²⁸ + 5.3 × 10²⁹ = ?

A.	6.27 × 1029
B.	6.27 × 1028
C.	15 × 1029
D.	15 × 1028

10 men can finish a work in 6 hours. If 5 men fell ill before the work started and did not work, how long would it take to finish the work?

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

Factorize:
^@49x^2 - 25y^2 + 60y - 36^@

A.	^@(7x + 5y - 6)(7x - 5y + 6)^@
B.	^@(7x + 5y - 6)(7x + 5y + 6)^@
C.	^@(7x - 5y + 6)(7x - 5y - 6)^@
D.	^@(7x + 5y + 6)(7x - 5y + 6)^@

The following graph shows the amount of milk (in liters) that a milkman sold over 10 days. Calculate the average liters of milk he sells per day.

A.	15
B.	16
C.	20
D.	14

What is the units digit of the cube of 90166031?

A.	3
B.	1
C.	4
D.	2

The integer ^@ -89 ^@ can be written as a rational number as:

A.	^@ \dfrac{ -89 }{ 1 } ^@
B.	^@ \dfrac{ 1 }{ 89 } ^@
C.	^@ \dfrac{ 1 }{ -89 } ^@
D.	^@ \dfrac{ 89 }{ 1 } ^@

The marked price of a decorative is ^@£ 4310^@ and the shopkeeper allows a discount of ^@ 7 \% ^@ on it. Find the selling price of the decorative.

A.	^@ £ 4014.3 ^@
B.	^@ £ 4011.7 ^@
C.	^@ £ 4009.93 ^@
D.	^@ £ 4008.3 ^@

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

A.	74 years
B.	75 years
C.	76 years
D.	73 years

If a person lent ^@ £30000 ^@ at ^@8 \%^@ interest per annum compounded half yearly for ^@1^@ year, then what is the amount of interest received by him at the end of ^@1^@ year?

A.	^@ £ 2537 ^@
B.	^@ £ 2472 ^@
C.	^@ £ 2418 ^@
D.	^@ £ 2448 ^@

What is value of ^@-6a^{ 5 } \times 9a^{ 4 }b^{ } \times 3a^{ 2 }b^{ 2 }c^{ 2 }^@ at ^@ a = -1, b = 2^@ and ^@c = -3^@?

A.	^@11964^@
B.	^@11704^@
C.	^@10264^@
D.	^@11664^@

(5y² - 2xy - 35y + 14x) ÷ (y - 7) = ?

A.	-5x - 2y
B.	5y - 2x
C.	2x - 5y
D.	2x + 5y

It is Rory's birthday today and he distributed toffees to his classmates. The toffees were in a bag as shown below. Rory's puts his hand in the bag and takes out a toffee without looking. What is the probability that he picked out a striped toffee?

A.	1
B.	5 9
C.	16 27
D.	11 27

An express train from Leeds to Sheffield runs every 5^th day. If the train went on Tuesday, after how many days will the train run on a Thursday?

A.	30 days
B.	34 days
C.	27 days
D.	31 days