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PAKTURK Success is a ladder you cannot climb with your hands in your pockets 1
For more news and updates visit pakturkmaths.com
CLASS
XI
For any question mail us at info@pakturkmaths.com
Composed by Engin Baştürk FEDERAL BOARD
TYPE Objective Inverse Trigonometric Functions No 1
Q1: Evaluate  1
sin 1
in the interval 0,
2
 
  
A)
2

 B)
2

C)
3

D)
6

Q2: Evaluate  1
sin 1
 in the interval ,
2 2
  
  
A)
3

 B)
2

 C)
3

 D)
2

Q3: Evaluate 1 3
cos
2

 
  
 
in the interval  0,
A)
3

 B)
6

 C)
6

D)
3

Q4: Evaluate 1 1
tan
3
  
 
 
in the interval ,
2 2
  
  
A)
3

 B)
3

C)
6

D)
6


Q5: Evaluate 1 1
cos
2
  
 
 
in the interval  0,
A)
3

 B)
3

C)
6

D)
6


Q6: Evaluate 1 1
tan
3
  
 
 
in the interval ,
2 2
  
  
A)
3

 B)
3

C)
6

D)
6


Q7: Evaluate  1
cot 1
 in the interval  0,
A)
3

 B)
4
3

C)
3
4

D)
3
4


Q8: Evaluate 1 2
csc
3
  
 
 
in the interval ,
2 2
  
  
A)
3

 B)
4
3

C)
3
4

D)
3
4


Q9: Evaluate 1 1
sin
2
  
 
 
in the interval ,
2 2
  
  
A)
3

 B)
3

C)
4

D)
4


Q10: Find the value of 1 1
cos sin
2
 
 
 
A)
1
2
 B)
1
2
C) 2 D) 2
PAKTURK Success is a ladder you cannot climb with your hands in your pockets 2
Q11: Find the value of 1 3
tan cos
2

 
  
 
A)
1
3
 B)
1
3
C) 3 D) 3
Q12:
1 1
sin sin ................A B 
 
A)  1 2 2
sin 1 1A B B A
  
B)  1 2 2
sin 1 1A B B A
  
C)  1 2 2
sin 1 1A A B B
  
D)  1 2 2
sin 1 1A B B A
  
Q13: Find the value of   1
tan tan 1

A) 1 B) 1 C) 0 D) 3
Q14: Find the value of 1 1
sin sin
2
 
 
 
A)
1
2
 B)
1
2
C) 2 D) 2
Q15:
1 1
cos cos ................A B 
 
A)  1 2 2
cos 1 1AB A B
  
B)  1 2 2
cos 1 1AB A B
  
C)  1 2 2
cos 1 1AB A B
  
D)  1 2 2
cos 1 1AB A B
  
Q16: Find the value of   1
sin tan 1

A)
1
2
 B)
1
2
C) 2 D) 2
Q17: Find the value of 1 1
sec sin
2
  
  
  
A)
2
3
 B)
2
3
C)
2
2
D)
2
3
Q18:
1 1
sin sin ................A B 
 
A)  1 2 2
sin 1 1A B B A
  
B)  1 2 2
sin 1 1A B B A
  
C)  1 2 2
sin 1 1A A B B
  
D)  1 2 2
sin 1 1A B B A
  
Q19: Find the value of 1 1
tan sin
2
 
 
 
A)
1
3
 B)
1
3
C)
3
6
D)
2
3

Q20:
1 1
cos cos ................A B 
 
A)  1 2 2
cos 1 1AB A B
  
B)  1 2 2
cos 1 1AB A B
  
C)  1 2 2
cos 1 1AB A B
  
D)  1 2 2
cos 1 1AB A B
  
Answer Key
1 2 3 4 5 6 7 8 9 10
11 12 13 14 15 16 17 18 19 20

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Hssc i objective ch 13 no 1

  • 1. PAKTURK Success is a ladder you cannot climb with your hands in your pockets 1 For more news and updates visit pakturkmaths.com CLASS XI For any question mail us at info@pakturkmaths.com Composed by Engin Baştürk FEDERAL BOARD TYPE Objective Inverse Trigonometric Functions No 1 Q1: Evaluate  1 sin 1 in the interval 0, 2      A) 2   B) 2  C) 3  D) 6  Q2: Evaluate  1 sin 1  in the interval , 2 2       A) 3   B) 2   C) 3   D) 2  Q3: Evaluate 1 3 cos 2         in the interval  0, A) 3   B) 6   C) 6  D) 3  Q4: Evaluate 1 1 tan 3        in the interval , 2 2       A) 3   B) 3  C) 6  D) 6   Q5: Evaluate 1 1 cos 2        in the interval  0, A) 3   B) 3  C) 6  D) 6   Q6: Evaluate 1 1 tan 3        in the interval , 2 2       A) 3   B) 3  C) 6  D) 6   Q7: Evaluate  1 cot 1  in the interval  0, A) 3   B) 4 3  C) 3 4  D) 3 4   Q8: Evaluate 1 2 csc 3        in the interval , 2 2       A) 3   B) 4 3  C) 3 4  D) 3 4   Q9: Evaluate 1 1 sin 2        in the interval , 2 2       A) 3   B) 3  C) 4  D) 4   Q10: Find the value of 1 1 cos sin 2       A) 1 2  B) 1 2 C) 2 D) 2
  • 2. PAKTURK Success is a ladder you cannot climb with your hands in your pockets 2 Q11: Find the value of 1 3 tan cos 2         A) 1 3  B) 1 3 C) 3 D) 3 Q12: 1 1 sin sin ................A B    A)  1 2 2 sin 1 1A B B A    B)  1 2 2 sin 1 1A B B A    C)  1 2 2 sin 1 1A A B B    D)  1 2 2 sin 1 1A B B A    Q13: Find the value of   1 tan tan 1  A) 1 B) 1 C) 0 D) 3 Q14: Find the value of 1 1 sin sin 2       A) 1 2  B) 1 2 C) 2 D) 2 Q15: 1 1 cos cos ................A B    A)  1 2 2 cos 1 1AB A B    B)  1 2 2 cos 1 1AB A B    C)  1 2 2 cos 1 1AB A B    D)  1 2 2 cos 1 1AB A B    Q16: Find the value of   1 sin tan 1  A) 1 2  B) 1 2 C) 2 D) 2 Q17: Find the value of 1 1 sec sin 2          A) 2 3  B) 2 3 C) 2 2 D) 2 3 Q18: 1 1 sin sin ................A B    A)  1 2 2 sin 1 1A B B A    B)  1 2 2 sin 1 1A B B A    C)  1 2 2 sin 1 1A A B B    D)  1 2 2 sin 1 1A B B A    Q19: Find the value of 1 1 tan sin 2       A) 1 3  B) 1 3 C) 3 6 D) 2 3  Q20: 1 1 cos cos ................A B    A)  1 2 2 cos 1 1AB A B    B)  1 2 2 cos 1 1AB A B    C)  1 2 2 cos 1 1AB A B    D)  1 2 2 cos 1 1AB A B    Answer Key 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20