Category: Inverse Trigonometric Functions

14. (tan^{-1}{sqrt{3}}-sec^{-1}(-2)) is equal to: (A) (pi) (B) (-frac{pi}{3}) (C) (frac{pi}{3}) (D) (frac{2pi}{3}) Inverse Trigonometric Functions Exercise 2.1

13. If (sin^{-1}x=y), then (A) (0le ylepi) (B) (-frac{pi}{2}le y le -frac{pi}{2}) (C) (0 < y <pi) (D)

Find the values of the following: 12. (cos^{-1}({frac{1}{sqrt 2}}))+2(sin^{-1}({frac{1}{sqrt 2}})). Inverse Trigonometric Functions Exercise 2.1 Previous Next Class

Find the values of the following: 11. (tan^{-1}(1))+(cos^{-1}({-frac{1}{sqrt 2}}))+(sin^{-1}({-frac{1}{sqrt 2}})). Inverse Trigonometric Functions Exercise 2.1 Previous Next Class

Find the values of the following: 10. (cosec^{-1}(-sqrt{2})) Inverse Trigonometric Functions Exercise 2.1 Previous Next Class 12 Inverse

Find the principal values of the following: 9. (cos^{-1}({-frac{1}{sqrt 2}})) Inverse Trigonometric Functions Exercise 2.1 Previous Next Class

Find the principal values of the following: 7. (sec^{-1}({frac{2}{sqrt 3}})) 8. (cot^{-1}(sqrt 3)) Inverse Trigonometric Functions Exercise 2.1

Find the principal values of the following: 5. (cos^{-1}({-frac{1}{2}})) 6. (tan^{-1}(-1)) Inverse Trigonometric Functions Exercise 2.1 Previous Next

Find the principal values of the following: 3. (cosec^{-1}(2)) 4. (tan^{-1}(-sqrt{3})) Inverse Trigonometric Functions Exercise 2.1 Previous Next

Find the principal values of the following: 1. (sin^{-1}({-frac{1}{2}})) 2. (cos^{-1}({frac{sqrt{3}}{2}})) Inverse Trigonometric Functions Exercise 2.1 Previous Next