The general solution of the differential equation, `y^(prime)+yphi^(prime)(x)-phi(x)phi^(prime)(x)=0` , where `phi(x)` is a known function, is

The general solution of the differential equation, y^(prime)+yvarphi^(prime)(x)-varphi^(prime)(x) varphi(x)=0 , where varphi(x) is a known function, is

The solution to the differential equation ylogy+x y^(prime)=0, where y(1)=e , is

The solution to the differential equation ylogy+x y^(prime)=0, where y(1)=e , is

The solution to the differential equation ylogy+x y^(prime)=0, where y(1)=e , is

The general solution of the differential equation,y'+y phi'(x)-phi(x)phi'(x)=0 where phi(x) is a known function,is

The solution of the differential equation (dy)/(dx) = (y phi ' (x) - y^(2))/(phi (x)) is :

The solution of the differential equation (dy)/(dx)=(y)/(x)+(phi((y)/(x)))/(phi'((y)/(x))) is

The solution of the differential equation (dy)/(dx)=(y)/(x)+(phi((y)/(x)))/(phi'((y)/(x))) is