If x takes negative permissible vlaue then `sin^(-1)x=`

If x takes negative permissible value, then sin^(-1)x=

If x takes negative permissible value then sin^(-1)x=

If x takes negative permissible value then sin^(-1)x=

If x takes negative permissible value, then sin^(-1)x is equal to

If x takes negative permissible values , then sin^(-1) x= a) cos^(-1)sqrt(1-x^2) b) -cos^(-1)sqrt(1-x^2) c) cos^(-1)sqrt(x^2-1) d) pi-cos^(-1)sqrt(1-x^2)

All the permissible value of b ,a=sin(2x-b)if a=0 and x=S_(2) is a subset of (0, pi) are given by

All the permissible value of b ,a=sin(2x-b)if a=0 and x=S_(2) is a subset of (0, pi) are given by

All the permissible value of b ,a=sin(2x-b)if a=0 and x=S_(2) is a subset of (0, pi) are given by