ECAT Pre Engineering Mathematic MCQ Test With Answer for Chapter 12 (Trigonometric Functions and Identities)

MCQ's Test For ECAT (Pre-Eng) Mathematics Chapter 12 Trigonometric Functions and Identities

Try The MCQ's Test For ECAT (Pre-Eng) Mathematics Chapter 12 Trigonometric Functions and Identities

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ECAT (Pre-Eng) Mathematics Chapter 12 Trigonometric Functions and Identities

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Question # 1

3/π=...........

Question # 2

If x>0 and y<0, then cosθ

Question # 3

If l=1.5 cm and r=2.5 cm, then 0=

Question # 4

The circular measure of the angle between the hands of a watch of 4 0'clock is

Question # 5

The value of 300ο in term ofπ is

Question # 6

16ο30' =

Question # 7

radian is the measure of the angle subtended oat the centre of the circle by an are, whose length is equal to the

Question # 8

If sinθ = 12/13, and sinθ > 0, then tan θ =

Question # 9

The value of 289οin radians is

Question # 10

if tanθ = 8/15 and cosθ< 0 , then cscθ =

Question # 11

Express cos 320ο between 0οand 45ο

Question # 12

The area of a sector of a circular region of radius r is

Question # 13

The value of 2π/3 in degree is

Question # 14

The circle with are 60 cm2 has an arc 8 cm long. The angle that is subtended at the centre of the circle by the are is

Question # 15

the value of 25π/36 in degrees is

Question # 16

The value of 63οin term ofπ is

Question # 17

If sinθ = 12/13, and sinθ > 0, then tan θ =

Question # 18

The are of sector of a circular region of radius r is

Question # 19

56ο=.....................radians

Question # 20

The value of 7π/9 in terms of degree is

Question # 21

The value of 150ο in term of π is

Question # 22

154ο20' =

Question # 23

Express cos 320ο between 0οand 45ο

Question # 24

The value of 7π /9 in terms of degrees is

Question # 25

21.256ο

Question # 26

56ο=.....................radians

Question # 27

If cosθ = 9/41 and sinθ< 0, the tanθ =

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ECAT Mathematics Chapter 12 Important MCQ's

Sr.# Question Answer
1 The area of a sector of a circular region of radius r is
A. 2π r
B. π r2
C. 1/2πr2
D. π/6
2 The are of sector of a circular region of radius r is
A. 2π r
B. π r2
C. 1/2π r2
D. 1/2 r20
3 The value of 63οin term ofπ is
A. 5π/2

B. 5π/3
C. 7π/20
D. 7π/3
4 The value of 300ο in term ofπ is
A. 5π/3
B. 2π/3
C. 5π/2
D. 5π
5 Express cos 320ο between 0οand 45ο
A. cos 45ο
B. cos 30ο
C. -cos 40ο
D. cos 40ο
6 The value of 2π/3 in degree is
A. 120ο
B. 160ο
C. 150ο
D. 60ο
7 The value of 150ο in term of π is
A. 2π/5

B. 5π/2
C. 3π/2
D. 2550/32401π
8 If cosθ = 9/41 and sinθ< 0, the tanθ =
A. 41/9
B. -40/9
C. 9/10
D. 3/20
9 21.256ο
A.
21ο15'21"

B. 21ο20'56"
C. 21ο25'1"
D. 21ο25'6"
10 The circle with are 60 cm2 has an arc 8 cm long. The angle that is subtended at the centre of the circle by the are is
A. 1.83 radians
B. 2.1 radians
C. 1.05 radians
D. 1.25 radians

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  • HAMNA BASHIR BS Botany

    HAMNA BASHIR BS Botany

    25 Feb 2023

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