Roman had €932. He gave €234 to his friend, bought a t-shirt for €209 and a gift for €223. How much amount is left with Roman now?

A.	€266
B.	€298
C.	€285
D.	€251

The product of $55$ and $1 \dfrac { 5 }{ 30 }$ is:

A.	$64 \dfrac { 1 }{ 7 }$
B.	$69 \dfrac { 1 }{ 6 }$
C.	$64 \dfrac { 1 }{ 6 }$
D.	$64 \dfrac { 6 }{ 6 }$

Using the assumed-mean method, find the mean diameter of heads of the screws from the following frequency-distribution table.

$\text{ Diameter }(in \space mm)$	$25$	$34$	$43$	$52$	$61$	$70$	$79$	$88$	$97$
$\text{ Number of screws }$	$27$	$13$	$8$	$9$	$26$	$22$	$18$	$2$	$20$

A.	$66.35 \space mm$
B.	$60.32 \space mm$
C.	$54.65 \space mm$
D.	$59.26 \space mm$

Dmitry is setting up a factory to manufacture notebooks. If he buys a machine that costs €44600, then he can manufacture a notebook for €4.7. On the other hand, if he buys a machine that costs €36700, he can manufacture a notebook for €7.2.
How many notebook should he manufacture, so that total cost is the same no matter which machine he buys?

A.	3160
B.	3155
C.	3175
D.	3170

If AC and EF are parallel, find ∠ADB.

A.	50°
B.	60°
C.	40°
D.	70°

Find the total length of all the lines shown in the figure.
(All dimensions are in meters).

A.	240 meters
B.	239 meters
C.	243 meters
D.	236 meters

Which of the following statement is true ?

A.	If three angles of a triangle are equal to the corresponding angles of another triangle then the triangles are congruent.
B.	If the hypotenuse of a right triangle is equal to hypotenuse of another right triangle then the triangles are congruent.
C.	If two triangles are equal in area, they are congruent.
D.	If two triangles are congruent then their corresponding sides and their corresponding angles are equal.

The first three terms of a proportion are $22, 15$ and $44$ respectively. Find its fourth term.

A.	$31$
B.	$15$
C.	$38$
D.	$30$

Arrange the rational numbers in ascending Order  

3

30

 ,  

15

30

 ,  

7

30

 ,  

11

30

 .

A.	3 30   >   7 30   >   11 30   >   15 30
B.	3 30   <   7 30   <   11 30   <   15 30
C.	3 30   <   7 30   <   15 30   <   11 30
D.	15 30   >   11 30   >   7 30   >   3 30

The following shape has been formed by joining 5 similar rectangles, each having a length of 7 cm and breadth of 2 cm. Find the perimeter of the given figure.

A.	84 cm
B.	67 cm
C.	74 cm
D.	81 cm

Simplify:
-18q² + 3pq - 10q - 6 - [ 8pq + 2p - 7q - 10 - { 9p² + 9q² - 7p - 6q } ]

A.	9p2 - 9q2 - 5pq - 9p + 9q + 4
B.	9p2 + 9q2 - 5pq - 9p - 9q + 4
C.	9p2 - 9q2 - 5pq - 9p - 9q + 4
D.	9p2 - 9q2 - 5pq - 9p - 9q - 4

Find the product of the cube of  

-4

2

  and the square of  

4

5

 

A.	27 -121
B.	-128 25
C.	-120 27
D.	-122 27

How many lines of symmetry are there in the given figure ?

A.	2
B.	1
C.	None
D.	3

A solution of salt and water contains 10% salt by weight. 10 kg water evaporates from the solution and now it contains 15% of salt. Find the original quantity of solution.

A.	30 kg
B.	29.7 kg
C.	30.6 kg
D.	29.4 kg

Multiply the sum of $3$ and $3 \dfrac{ 2 } { 3 }$ by the difference of $5$ and $3 \dfrac{ 2 } { 3 }.$

A.	$8 \dfrac{ 11 }{ 9 }$
B.	$8 \dfrac{ 8 }{ 9 }$
C.	$8 \dfrac{ 8 }{ 10 }$
D.	$11 \dfrac{ 8 }{ 9 }$

If f(x) = x², find the value of  

f(x + a) - f(x)

a

 .

A.	a2 + 2xa
B.	2x + a
C.	x2 + a2 + 2xa
D.	a + 1

An integer when divided by 9 gives a remainder 4. The resulting quotient when divided by 5 gives a remainder 1. The resulting quotient is then divided by 8 giving a quotient 1 and a remainder 7.
What will be the final remainder be, if the order of the divisors is reversed?

A.	8
B.	9
C.	11
D.	10

Simplify:
18p² - 5q² + 2pq - 9q - [ -18p² + 4q² - 4pq + 4q + 16 - { 6q² - 14pq - 5p - 16 } ]

A.	36p2 - 3q2 - 8pq - 5p - 13q + 32
B.	36p2 + 3q2 - 8pq - 5p - 13q - 32
C.	36p2 - 3q2 - 8pq - 5p - 13q - 32
D.	36p2 - 3q2 - 8pq + 5p - 13q - 32

If there are $n$ numbers of which one is $\left( 1 - \dfrac{ 1 } { n } \right)$ and all the others are $1's,$ then by how much is the arithmetic mean of these numbers less than $1.$

A.	$n^{ 2 }$
B.	$\dfrac{ 1 } { n }$
C.	$n$
D.	$\dfrac{ 1 } { n^2 }$

Subtract -2p² + p + 4 from the sum of -5p² + 2p - 3 and -8p² + p.

A.	-11p2 - 2p - 7
B.	-11p2 + 2p + 7
C.	-11p2 + 2p - 7
D.	11p2 + 2p - 7