The set of values of ‘a’ for which x^{2} + ax + sin^{–1} (x^{2} – 4x + 5) + cos^{–1} (x^{2} – 4x+5 ) = 0 has at least one solution is
The value of x for which sin [cot^{–1}(1+x)] = cos(tan^{–1}x)
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The value of , if ∠C = 90^{0} in triangle ABC, is
The complete solution set of the inequality [cot^{–1} x]^{2} – 6[cot–1 x] + 9 ≤0 is (where [ * ] denotes the greatest integer function)
The number of solution(s) of the equation, sin^{–1}x + cos^{–1} (1 – x) = sin^{–1} (– x), is/are
If sin^{1} x + sin^{1} y + sin^{1z =} , then
If α satisfies the inequation x^{2} – x – 2 > 0, then which of the following exists
If ƒ(x) = 2x+8, then f^{1}(1) =
If the numerical value of tan (cos^{–1} (4/5) + tan^{–1} (2/3)) is a/b then
Let f(x) = sin^{–1} x + cos^{–1} x. Then π/2 is equal to
α, β and γ are three angles given by ,and γ = cos^{1 }1/3. then
For the equation 2x = tan (2 tan^{–1} a) + 2 tan (tan^{–1} a + tan^{–1} a^{3}), which of the following is invalid ?
447 docs930 tests

JEE Advanced (Single Correct MCQs): Inverse Trigonometric Functions Test  9 ques 
JEE Advanced (Single Correct Type): Inverse Trigonometric Functions Doc  2 pages 
Integer Answer Type Questions for JEE: Inverse Trigonometric Functions Doc  1 page 
JEE Advanced (Subjective Type Questions): Inverse Trigonometric Functions Doc  1 page 
JEE Advanced (Fill in the Blanks): Inverse Trigonometric Functions Doc  1 page 
447 docs930 tests

JEE Advanced (Single Correct MCQs): Inverse Trigonometric Functions Test  9 ques 
JEE Advanced (Single Correct Type): Inverse Trigonometric Functions Doc  2 pages 
Integer Answer Type Questions for JEE: Inverse Trigonometric Functions Doc  1 page 
JEE Advanced (Subjective Type Questions): Inverse Trigonometric Functions Doc  1 page 
JEE Advanced (Fill in the Blanks): Inverse Trigonometric Functions Doc  1 page 