Home
Class 12
MATHS
The range of value of p for which the e...

The range of value of `p` for which the equation `sincos^(-1)("cos"(tan^(-1)x))=p` has a solution is (a)`(-1/(sqrt(2)),1/(sqrt(2)))` (b) (0,1) `(c)(1/(sqrt(2)),1)` (d) `(-1,1)`

Promotional Banner

Similar Questions

Explore conceptually related problems

The range of values of p for which the equation sin cos^(-1) (cos (tan^(-1) x)) = p has a solution is

The range of the values of p for which the equation sin cos^(-1)(cos(tan^(-1)x))=p has a solution is

The range of values of p for which the equation sin cos^(-1) ( cos( tan^(-1) x)) = p has a solution is

The range of the values of p for which the equation sin cos^(-1) ( cos (tan^(-1) x)) = p has a solution is

The range of the values of p for which the equation sin cos^(-1) ( cos (tan^(-1) x)) = p has a solution is

The range of the values of p for which the equation sin cos^(-1) ( cos (tan^(-1) x)) = p has a solution is

The range of the values of p for which the equation sin cos^(-1) ( cos (tan^(-1) x)) = p has a solution is

The range of values of p for which the equation sin(cos^(-1)(cos^(-1)(cos(tan^(-1)x)))=p has solution is

If the equation sin(cot^(-1)(cot^(-1)(tan^(-1))))=lambda has a solution, then lambda lies in the interval a. (0,1] b. [1/(sqrt(2)),1] c. [1/(sqrt(2)),1/(sqrt(2))] d. (-oo,1]