(32)xy=e^(x-y)

Find the derivatives of the following : sqrt(xy)=e^((x-y))

If (dy)/(dx)=(xy+y)/(xy+x), then the solution of the differential equation is (A) y=xe^(x)+c(B)y=e^(x)+c(C)y=Axe^(x-y)(D)y=x+A

If xy = e^(x-y), find dy/dx

If xy=e^(x-y) . Find dy/dx .

If xy=e^((x-y)), then find (dy)/(dx)

find the derivative; sqrt(xy) = e^((x-y))

find dy/dx of xy=e^(x-y)

If xy=e^(x-y), find (dy)/(dx)

"If "xy=e^((x-y))," then find "(dy)/(dx).