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Class 11 maths jee Brilliant Pala class notes - Trignometry QP $7.49   Add to cart

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Class 11 maths jee Brilliant Pala class notes - Trignometry QP

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Master trigonometry with Class 11 Maths JEE Brilliant Pala class notes. Gain comprehensive insights, examples, and techniques to excel in JEE exams. Boost your understanding of trigonometry with this invaluable resource

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  • June 27, 2023
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  • 2021/2022
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TRIGONOMETRY


QUESTIONS

2 5
1. The value of sec  cos ec 
3 6
A) 2 B) -2 C) 4 D) 0 E) 0
2. tan 1o + tan89o =

1 2 2 1
A) B) C) D)
sin1o sin 2o sin1o sin 2o
3. The value of sec 2   cos ec2  =
A) tan 2   cot 2  B) sec 2 .cos ec2 
C) sec.cosec D) sin 2  cos 2 

4. 2  cos15o  sin15o  =

A) 3 B) 2 C) 1 D) 2

1 cos ec2   sec 2 
5. If  is an acute angle and tan  = then, =
7 cos ec2   sec2 

1 5 3
A) B) C) 2 D)
2 4 4

4 x
6. If cos x   and x  0,  then cos =
5 2

1 2 1 2
A) B) C) D)
10 5 10 5


7. If sin   cos ec  2 then sin 6   cos ec 6  
A) 0 B) 1 C) 2 D) 23

      
8. If     and    then cot     .cot    
2 2 4 4  4 
A) 0 B) –1 C) 1 D) –2

9. cos ec10o  3 sec100 

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

,10. cos 20  cos100  cos140 =

1 1
A) B) C) 3 D) 0
2 3

11. If A+B+C = 2
, then sin 2 A  sin 2 B  sin 2 C =
A) 1–sinAsinBsinC B) 1+2sinAsinBsinC
C) 1–2sinAsinBsinC D) 2+2sinAsinBsinC

1
12. If sin 2   cos   , 0    2 then  =
4

 2  5  2 2  5
A) , B) , C) , D) ,
3 3 3 3 6 3 3 3

sin x sec x tan x  
13. If    9 where x   0,  then x =
cos x cos ecx cot x  2

  
A) B) C) D) 
4 3 2
14. If the angle  is in the third quadrant and tan  = 2, then sin  is equal to

2 2 5  5
A) B) C) D)
5 5 2 2

1
15. If tan    and  lies in the first quadrant, then cos  is
5

1 1 5  5
A) B) C) D)
6 6 6 6

x y x y x 2 y2
16. If cos   sin   1 and sin   cos    1 then 2  2 is equal to
a b a b a b
A) 0 B) 2 C) –1 D) 1

tan145o  tan125o
17. If tan 10 = k then
o 
1  tan145o.tan125o

2k 2k 1  k2 1  k2
A) B) C) D)
1 k2 1 k2 1  k2 1  k2

sin  cos 
18.  
1  cot  1  tan 
A) 0 B) 1
C) cos   sin  D) -1

, 19. If a cosA + b sin A = 1 and a sin A - b cos A = 3 then a2 + b2 =
A) 10 B) 9 C) 8 D) 11

a a sin   b cos 
20. If tan   then the value of is
b a sin   b cos 

a 2  b2 a 2  b2 a b
A) 2 B) 2 C) D)
a  b2 a  b2 a b2 2
a  b2
2




cos(90  ) sec() tan(180  )
21. 
sin(360  ) sec(180  ) cot(90  )
A) 2 B) 1 C) –1 D) 0

sin  cos 
22. If   2 , then the value of '  ' is
cos  sin 
A) 90° B) 60° C) 45° D) 30°

23. If  sin   cosec    cos   sec    K  tan 2   cot 2  then K =
2 2



A) 9 B) 7 C) 5 D) 3

  sec x  1
24. If x   ,   then =
2  sec x  1

A)  cos ecx  cot x 2 B)  sin x  cos x 2

C)  cosecx  cot x  D)  sec x  tan x 
2 2



25. tan 20o.tan 40o.tan 60o.tan 80o 

1 3
A) 3 B) 3 C) D)
3 2

cos120  sin120 sin147 0
26.  
cos120  sin120 cos147 0

1
A) 1 B) -1 C) 0 D)
2
27. If secA – tanA = a, then sinA =

1 a2 1 a2 2a 1 a2
A) B) C) D)
1 a2 1 a2 1 a2 1 a2
28. cos 2 24 o  cos 2 6o 


A)
5 1
B)
5 1
C)
5 1
D)
  5 1
2 4 8 8

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