Inverse Trigonometric Functions questions
371 published questions with worked solutions.
- The value of ^ -1 3+ cosec ^ -1 5 is
- ^ -1 ^ -1 x is equal to
- The value of ^ -1 13+ ^ -1 15+ ^ -1 17+ ^ -1 18 is
- The number of positive integral solutions of the equation ^ -1 x+ ^ -1 y 1+y^2 = ^ -1 3 10 is
- Considering principal values, the number of solutions of ^ -1 2x+ ^ -1 3x= 4 is
- Let f(x)= ^ -1 x+ ^ -1 x. Then 2 is equal to
- Let ^ -1 ( 5 4 )= , ^ -1 (- 2 3 )= . Then
- Let f(x)=e^ ^ -1 (x+ /3) . Then
- If f(x)= ^ -1 x+ ^ -1 x 2 + 12 3-3x^2 then
- The value of 12 ^ -1 2x 1+x^2 + 12 ^ -1 1-x^2 1+x^2 is
- , and are three angles given by =2 ^ -1 ( 2-1), =3 ^ -1 1 2 + ^ -1 (- 12 ) and = ^ -1 13. Then
- If 0<x<1 then ^ -1 1-x^2 1+x is equal to
- One of the values of x satisfying ( ^ -1 x)= ^ -1 1 5 is
- If ^ -1 x+ ^ -1 y= 2 3 , ^ -1 x- ^ -1 y= 3 then the number of values of (x,y) is
- The solution set of the equation ^ -1 x- ^ -1 x= ^ -1 (1-x) is
- In a ABC, A=90^ . Then ^ -1 b a+c + ^ -1 c a+b is equal to
- The domain of the function f(x) = ^ -1 1 - |x| 2 is
- The domain of the function f(x) = ^ -1 (x + [x]), where [ ] denotes the greatest integer function, is
- Let f(x) = ^ -1 ! ( x^2 1 + x^2 ). The range of f is
- If f(x) = ^ -1 ( x) then
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