Mathematics Inverse Trigonometric Functions Online Test

Start your preparation for Mathematics Inverse Trigonometric Functions Online Test. This online test contains important MCQs from past papers. Attempting this test will help you prepare for Annual Exams and Entry Tests. Read the questions carefully and select the correct option below to see your result.

Important Math Inverse Trigonometric Functions Question and Answer

Total Questions: 55
Time Allowed: 20 Minutes
Total Marks: 55
How to Attempt Test: Please choose the right Option in MCQ-type question.
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Mathematics Inverse Trigonometric Functions Practice Test Online With Explanation

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1. The value of cos [cos⁻¹ (- √3/2) + π/6] is

2. The value of sin (Cos⁻¹√3/2) is

3. Tan⁻¹(1) =

4. The equation 2 cos²(x/2) sin²x = x² + 1/x² 0 ≤ x ≤ π/2 has

5. The general solution of sin x – 3 sin 2x + sin 3x = cos x – 3 cos 2x + cos 3x is

6. General solution of tan 5 θ = cot 2 θ is

7. Tan⁻¹ 1/7 + Tan⁻¹ 1/13 =

8. The domain of the function y = cos⁻¹ x is

9. The graph of y = sin⁻¹ x is along the

10. The domain of principal cosine function is

11. The solution of the equation cos² θ + sin θ + 1 = 0 lies in the interval

12. Math 13.02

13. If 4 sin² θ = 1, then values of θ are

14. Range of Tan⁻¹ x is

15. One root of the equation cos x – x + ½ = 0 lies in the interval

16. If sin A = sin B, cos A = cos B, then the value of A in terms of B is

17. Math 13.04

18. Tan⁻¹ (2A/1 – A²) =

19. The principal tangent function is

20. cot θ = sin 2 θ (θ ≠ nπ, n integer) if θ =

21. Tan⁻¹(– 1) =

22. The set of values of x for which tan3x–tan2x/1+tan3xtan2x = 1 is

23. If sin 6 θ + sin 4 θ + sin 2 θ = 0, then θ =

24. If sin⁻¹ x = π/5 for some x ϵ (-1,1), then the value of cos⁻¹x is

25. The number of solutions of the equation tan x + sec x = 2 cos lying the interval [0, 2π] is


 

How to Score High in Mathematics Inverse Trigonometric Functions Online Test?

Mastering scientific subjects requires conceptual clarity.

Key Preparation Tips:

  • Concepts First: Ensure you understand the underlying theories before attempting the MCQs.
  • Time Management: Attempt this online quiz multiple times to improve your speed.

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