What is the largest rational number that can be formed by using 2 of the numbers given below, in the form of  

p

q

 ?
630, 381, 216, 812, 908, and 605.

A.	216 812
B.	812 216
C.	908 216
D.	908 381

 

9

5

  of a number when multiplied by  

5

72

  of the same number make 512. What is the number?

A.	64
B.	68
C.	66
D.	62

Look at the figure given below:

Find the value of angle ^@x.^@

A.	^@ 155^\circ ^@
B.	^@140^\circ^@
C.	^@ 125^\circ ^@
D.	^@ 40^\circ ^@

Find the square root of 656 correct to three places of the decimal.

A.	0.25612
B.	256.12
C.	2.5612
D.	25.612

Which is the smallest number that should be multiplied with ^@10976^@ to give a perfect cube?

A.	-1
B.	-2
C.	8
D.	2

If 40% of 170 = x% of 1700, then what is the value of x?

A.	13
B.	11
C.	7
D.	4

Cyzarine was asked by her teacher to subtract 4 from a number and to divide the result by 8. However, she subtracted 8 from that number and divided the result by 4 to get 45. If she had done it correctly, what answer would she have gotten?

A.	21
B.	27
C.	24
D.	23

How many faces does a triangular prism have?

A.	^@6^@
B.	^@2^@
C.	^@5^@
D.	^@3^@

Find the area of a triangle with base ^@ = 28 \space cm ^@ and height = ^@ 22 \space cm ^@.

A.	^@ 11 \space cm^2 ^@
B.	^@ 616 \space cm^2 ^@
C.	^@ 308 \space cm^2 ^@
D.	^@ 14 \space cm^2 ^@

Simplify:
^@ {(4 ^ { -1 } \times 5 ^ { -1 } )} ^ { -1 } \div 3 ^ { -1 } ^@

A.	^@60^@
B.	^@ 67 ^@
C.	^@ 64 ^@
D.	^@ 55 ^@

Ivanna and Olien can together do a work in 2 days. If Ivanna alone can do the work in 3 days, how long will it take for Olien to do it alone?

A.	7 days
B.	9 days
C.	4 days
D.	6 days

Find factors of ab - 8b - 5a + 40.

A.	(a - 8)(b + 5)
B.	(a - 8)(b - 5)
C.	( -a - 8)( -b - 5)
D.	(a + 8)(b - 5)

The graph below shows the temperature (in degrees Celsius) over 10 weeks in Yaroslavl and Vladivostok. Find the difference in the temperature of two cities in the week when the difference is maximum.

A.	13°C
B.	14°C
C.	12°C
D.	15°C

In a ^@3^@-digit number, the hundreds digit is ^@nine \space times^@ the tens digit while the units digit is ^@thrice^@ the tens digit. Also, the sum of its digits is ^@13^@. Find the number.

A.	^@931^@
B.	^@139^@
C.	^@913^@
D.	^@319^@

Simplify: (a² + 6ab + 9b² - 4c²) ÷ (a + 3b + 2c)

A.	(a + 3b - 2c )
B.	(a - 3b + 2c )
C.	(a - 3b - 2c )
D.	(a + 3b + 2c )

A shopkeeper sold a phone at a loss of 25%. Had he sold it for ₱80 more, he would have gained 15%. Find the cost price of phone.

A.	₱250
B.	₱300
C.	₱200
D.	₱350

Ivanna deposited an amount in bank which gives 15% simple interest. If she gets ₱ 125000 after 10 years, find the amount deposited by her?

A.	₱50000
B.	₱52000
C.	₱51000
D.	₱48000

At what rate percent per annum will a sum of ^@₱ 40000 ^@ amount to ^@ ₱ 48400 ^@ in ^@ 2 ^@ years, compounded annually ^@?^@

A.	^@ 9 \% ^@
B.	^@ 10 \% ^@
C.	^@ 14 \% ^@
D.	^@ 12 \% ^@

If F1 = -2p - 9, F2 = -2p + 2 and F3 = -9p + 9, simplify F1 × F2 + F3 in terms of p.

A.	4p2 + 5p + 9
B.	4p2 - 5p - 9
C.	4p2 + 5p - 9
D.	-4p2 + 5p - 9

(y² + 9xy + 4y + 36x) ÷ (y + 9x) = ?

A.	-4y + 1
B.	y - 4
C.	-y + 4
D.	y + 4

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 ^@7^@?

A.	^@\dfrac { 12 } { 52 }^@
B.	^@ \dfrac {1} { 52 }^@
C.	^@\dfrac { 4 } { 52 }^@
D.	^@\dfrac { 4 } { 13 } ^@

Two candles have different lengths and thickness. The shorter lasts 9 hours and the longer 7 hours when both are lit simultaneously. If after 4 hours of their being lit together at the same time, both have the same length, then find the ratio of their original lengths.

A.	7:9
B.	28:37
C.	27:35
D.	3:4