Domain of f(x) = cos^{–1} x + cot^{–1} x + cosec^{–1} x is
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Range of f(x) = sin^{–1} x + tan^{–1} x + sec^{–1} x is
If ƒ(x) = tan(x), then f^{1}(1/√(3)) =
If cos [tan^{1} {sin(cot^{1 })}] = y, then :
The value of x for which sin [cot^{–1}(1+x)] = cos(tan^{–1}x)
If , then the maximum value of 'n' is
The value of sin^{–1} (sin 12) + cos^{–1} (cos 12) is equal to
The value of sin^{1}[cos{cos^{1}_{ }(cos x) + sin^{1}(sin x)}], where x
Which of the following is different from 2tan^{−1}x?
If x< 0 then value of tan^{1}(x) + tan^{1} is equal to
tan^{–1} a + tan^{–1}b, where a > 0, b > 0, ab > 1, is equal to
The smallest and the largest values of
The principal value of cos^{–1} (cos 5) is
The value of sin^{–1} (sin 12) + cos^{–1} (cos 12) is equal to
Which one of the following correct ?
The equation sin^{1} x  cos^{1} x = has
The set of values of ‘x’ for which the formula 2 sin^{1} x = sin^{1 is true is }
The value of x satisfying sin^{–1} x + sin^{–1}(1 – x) = cos^{–1} x are
The number of solutions of the equation tan^{1}(1 + x) + tan^{1}(1 – x) = π/2 is
The number of solution(s) of the equation Sin^{1}(1 – x) – 2sin^{1} x = π/2 , is / are
The number of solutions of the equation is
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447 docs930 tests

Test: Inverse Trigonometry 2 Test  25 ques 
JEE Advanced Level Test: Inverse Trigonometry 3 Test  20 ques 
Test: Inverse Trigonometry 1 Test  25 ques 
JEE Advanced (Single Correct MCQs): Inverse Trigonometric Functions Test  9 ques 
JEE Advanced (Single Correct Type): Inverse Trigonometric Functions Doc  2 pages 