Inverse Trigonometric Functions questions
371 published questions with worked solutions.
- The domain of ^ -1 [ _3 ( x 3 ) ] is
- Domain of the function f(x)= ^ -1 ( _2x) in the set of real numbers is
- The domain of ^ -1 [ _2 ( x 12 ) ] is
- The largest interval lying in (- 2 , 2 ) for which the function f(x)=4^ -x^2 + ^ -1 ( x 2 -1 )+ ( x) is defined, is
- The domain of the function ^ -1 ( _2 x^2 2 ) is
- The function f: [- 12, 12 ] [- 2 , 2 ] defined by f(x)= ^ -1 (3x-4x^3) is
- The domain of definition of f(x)= ^ -1 (|x-1|-2) is
- f(x)= ^ -1 ( _2x) exists for
- The domain of the function f(x)= cosec ^ -1 [ x] in [0,2 ], where [ ] denotes the greatest integer function, is
- The domain of definition of the function f(x)= ^ -1 ( x-3 2 )- _ 10 (4-x) is
- The function f(x)= ( x) + ^ -1 ( 1+x^2 2x ) is defined for
- If x R, then f(x)= ^ -1 ( 2x 1+x^2 ) is equal to
- If x R, then f(x)= ^ -1 ( 1-x^2 1+x^2 ) is equal to
- The domain of definition of the function f(x)= ^ -1 ( 4 3+2 x ) is
- The domain of the function f(x)= ^ -1 [ x], where [x] denotes the greatest integer less than or equal to x, is
- Domain of definition of the function f(x)= ^ -1 (2x)+ 6 for real valued x is
- 2 ^ -1 12 is equal to
- Let x+ 1x=2 and y+ 1y=-2, and ^ -1 x+ ^ -1 y=m . Then the value of m is ____.
- Let x 0. If ^ -1 (1-x)-2 ^ -1 x= 2 , then the sum of the values of x is ____.
- If ^ -1 x+ ^ -1 y+ ^ -1 z=3 , then the value of x^ 100 +y^ 100 +z^ 100 - 9 x^ 101 +y^ 101 +z^ 101 is ____.
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