`tan^2(sin^(- 1)x)>1`

The set of values of x, satisfying the equation tan^2(sin^-1x) > 1 is -

The set of values of x, satisfying the equation tan^2(sin^-1x) > 1 is -

Complete solution set of tan^(2)(sin^(-1)x) gt 1 is

complete solution set of tan^(2) (sin^(-1) x) gt 1 is

The set of value of x, satisfying the equation tan^(2)(sin^(-1)x) gt 1 is :

The set of value of x, satisfying the equation tan^(2)(sin^(-1)x) gt 1 is :

STATEMENT-1 : If tan^2 (sin^-1x) > 1 then x in(-1-1/sqrt2)uu(1/sqrt(2).1). STATEMENT-2 : The number of positive integral solution of tan^-1 1/y+cot^-1(1/x)=cot^-1(1/3), where x/y < 1, is 2. STATEMENT -3 : If sin^-1 x=-cos^-1 sqrt(1-x^2) and sin^-1 y=cos^-1 sqrt(1-y^2), then the exact range of (tan^-1 x+ tan6-1 y) is [-pi/4,pi/4].

STATEMENT-1 : If tan^2 (sin^-1x) > 1 then x in(-1-1/sqrt2)uu(1/sqrt(2).1).STATEMENT-2 : The number of positive integral solution of tan^-1 1/y+cot^-1(1/x)=cot^-1(1/3), where x/y < 1, is 2. STATEMENT -3 : If sin^-1 x=-cos^-1 sqrt(1-x^2) and sin^-1 y=cos^-1 sqrt(1-y^2), then the exact range of (tan^-1 x+ tan6-1 y) is [-pi/4,pi/4].

tan[1/2sin^(-1)((2x)/(1+x^(2)))-1/2cos^(-1)((1-y^(2))/(1+y^(2)))]=

If the range of f(x)=tan^(1)x+2sin^(-1)x+cos^(-1)x is [a, b] , then