Compte `d/(dx)((x^2sinx)/(1-x)`

Compute d/(dx)(sin^-1(sinx)) when pi/2 le x le (3pi)/2

d/dx(1/3x^)

d/(dx) (sin^(-1) x/a)

d/dx(e^(2sin^-1x)) =

Let d/(dx)F(x)=(e^(sinx))/x . x lt0 . If int_(1)^(4)(2e^(sinx^(2)))/xdx=F(k)-F(1) then find the possible value of k .

d/(dx)intf(x)dx=f'(x) .

Differentiate f(x) = (x+2)^(2//3) (1-x)^1//3) w.r.t.x