Inverse Trigonometric Functions questions
371 published questions with worked solutions.
- The value of ( ^ -1 ( ( ^ -1 x ) ) ) is
- The value of 12 ^ -1 ( 2x 1+x^2 )+ 12 ^ -1 ( 1-y^2 1+y^2 ) is
- The value of [2 ^ -1 ( 15 )- 4 ] is
- The principle value of ^ -1 ( -1 3 ) is
- The value of ^ -1 ( 1+x^2 + 1-x^2 1+x^2 - 1-x^2 ), |x| < 1 2 , x 0
- If ^ -1 x+ ^ -1 y= 3 10 , then the value of ^ -1 x+ ^ -1 y is
- If ^ -1 x- ^ -1 y3= , where -1 x 1, ,-3 y 3, ,x y3, then for all x, y 9x^2-6xy +y^2 is equal to
- The value of ^ -1 1 2 ( 9 10 - 9 10 ) is
- Domain of definition of the real valued function f(x)= ^ -1 (2x)+ 6 is
- The value of ^ -1 (1) + ^ -1 (- 12 ) + ^ -1 (- 12 ) is
- If ^ -1 a + ^ -1 b + ^ -1 c = , then which of the following statement is true?
- If y = ^ -1 ( ( e x^2 ) (ex^2) ) + ^ -1 ( 4 + 2 x 1 - 8 x ), then dy dx is
- The solution of the equation ^ -1 (1+x)+ ^ -1 (1-x)= 2 is
- If ^ -1 ( x 13 )+ ^ -1 ( 13 12 )= 2 then the value of x is
- If ^ -1 x= (0<x<1) and ^ -1 (2x 1-x^2 )+ ^ -1 ( 1 2x^2-1 )= 2 3 then is
- The numerical value of (2 ^ -1 ( 1 5 )+ 4 )
- The value of ^ -1 ( 7 6 ) is
- If ^ -1 x+ ^ -1 y+ ^ -1 z= and x^2+y^2+z^2+kxyz=1, then k is
- The value of cosec ^ -1 ( 2)+ ^ -1 ( -1 2 )- ^ -1 ( 2 3 ) is equal to
- If ( ^ -1 (x + 1)) = ( ^ -1 x) then the value of x is equal to
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