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A

B

C

Triangle ABC has angle A=106

Angle B=31,AND BC=10cm

FIND THE ANGLE C

AND LENGHT OF AB,AND AC?

A

B

C

D

AB AND CD ARE PARALLEL AND ANGLE W=135 degrees and angle Z=147 degrees,find ANGLE X?

A

M

N

B

C

=

115 degrees

127

deg

TWO angles as shown in the figure are given,find the interior angles of TRIANGLE AMN(A,M,N) From this data in degrees?

The probability of solving a question by three students is respectively. Probability of question is being solved is ____.

In a chess competition involving some boys n girls of a school, every student had to play exactly one game with every other student. It was found that in 45 games both the players were girls and in 190 games both were boys. The number of games in which one player was a boy and the other was a girl is

200

216

235

256

The figure below shows the network connecting cities A, B, C, D, E and F. the arrows indicate permissible direction of travel. What is the number of distinct paths from A to F?

9

10

11

None of these

The first 5 odd natural numbers are written in every possible order. How many numbers can be formed if no repetition is allowed and what is their sum?

5! 6666600

5C1, 105

5!, 55555

None of these

{3}

{0}

{3, –13}

none of these

If the equation x2 – (k + 4)x + (4k + 1) = 0 has equal roots, then

k = 6

k = 2

k = 6, 2

k = ( 6

If ?, ? are roots of ax2 + bx + c = 0, ac ( 0, then roots of cx2 + bx + a = 0 are

–?, –?

If the line 4x + 3y + 6 = 0 is perpendicular to 5x – ky + 7 = 0, find k.

20/3

3/20

(15/4

(4/15

15/4

If a line passes through (2,x), (5,y) and (-1,2), what is the value of 2x - y?

5

2

7

(2

6

The sum of the ages of a mother and daughter is 45 years. Five years ago, the product of their ages was four times the mother’s age at that time. Find the present age of the mother.

32 years

25 years

42 years

30 years

36 years

If f(x) = x + 4, g(x) = x2, find g[f((4)].

(4

4

0

16

(16

If the population of bacteria during its first 10 months is increasing at a rate proportional to its number present, then how much the population of the bacteria will be after 6 months, if it is known that the population was 2 million at the beginning and 3 million three months later?

4.1 millions

3.5 millions

3.8 millions

4.5 millions

5.5 millions

Albert reads 3/8 of a book on a day and 4/5 of the remainder on the second day. If the number of pages still unread is 65, how many pages does the book contain?

130

320

240

160

520

5x + 7y = 21 and 20x + ty = (18 form a system of equations. For which of the following values of t will the system of equations given have no solution?

14

21

28

(18

(21

Solve: ( x + 2 ( = 3

x = 1 or x = (5

x = 3 or x = (3

x = (1 or x = 5

x ( 1 or x = (5

x ( 1 or x = (5

2/7th of a flag post was buried under earth during the process of fixing it. When 1/5th of it is pulled out 210 inches of the pole is still under the earth. Find the full length of the pole.

2000 inches

1500 inches

2500 inches

2450 inches

3000 inches

In a 26 question test, 5 points are deducted for each wrong answer and 8 points are credited for each correct answer. If the score was zero after having answered all the questions, how many of them were correct?

12

13

10

16

15

Six cows cost as much as nine bullocks. Eighteen bullocks cost as much as twenty-one horses; three horses cost as much as four camels. If the cost of one camel is 330$, find the cost of one cow.

770$

440$

330$

500$

750$

Comprehension We are familiar with elementary conditional identities in a triangle. We know that A+B+C=180( in a triangle. General conditional identities can be derived by taking sine, cosine or tangent of both sides or taking sine, cosines, or tangents after transposing one angle to the other sied. We may also divide by 2 and follow the same steps. In any triangle sin3(= sin(A-() sin (B-() sin(C-() then, cot( must be equal to

cotA cotB cotC

cotA + cotB + cotC

tan A + tan B + tan C

none of these

What are the coordinates of a point on the X-axis which is equidistant from P(2,(5) and Q((2,9)?

(2,0).

(0,7).

(0,(7)

(7,0)

((7,0)

PQ is the diameter of a circle whose centre is O(4,(6). If the coordinates of Q are (2,4), what are the coordinates of P?

(16,(16)

(6,(16)

(6,(6)

(6,6)

((6,(6)

Find the fourth vertex of a parallelogram whose three vertices in order are A((3,(4), B(12,5) and C(14,12).

((1,(3)

(1,(3)

(1,3)

((1,3)

(1,4)

The centre of a circle is at the origin. Its radius is 5 units. A(3,y) is a point on the circle. Find y.

3

1

All questions are of moderate level.attend those which u can solve quickly.opt for the correct choices. This will help ur preparation for upcoming gre exam.

hope u will enjoy this test and will lookforward for more tests like this.all important concepts will be cleared after taking these tests.

The Pallu express leaves from parindha at 9am and reaches brundha at 11 am and the Vallu express leaves from brundha at 0 am and reaches parindha at 1 pm. find at what time both the trains meet each other ?

1371 days 39 minutes ago

IF A,B,C started a business with investiments in the ratio 5:6:8 After one year C withdraw 50% of his capital and A increased his capital by 60% of his investiment . after two years in what ratio shoul the profit earned be distributed among A,B and C?

1371 days 22 hours 5 minutes ago

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