" The solution of the equation "xdy=(y+x(f(y/x))/(f(y/x)))dx" is "

Solution of the equation xdy=(y+(xf(y//x))/(f'(y//x))) dx is-

Solve xdy=(y+x(f((y)/(x)))/(f'((y)/(x))))dx

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

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

The solution of the differential equation xdy + (x+y) dx=0 is

The solution of the differential equation xdy+(y)/(x)dx=(dx)/(x) is (where, c is an arbitarary constant)

The solution of the differential equation xdy+(y)/(x)dx=(dx)/(x) is (where, c is an arbitarary constant)

If y_(1)(x) is a solution of the differential equation (dy)/(dx)+f(x)y=0 then a solution of differential equation (dy)/(dx)+f(x)y=r(x) is

If any differentisl equation in the form f(f_(1)(x,y)d(f_(1)(x,y)+phi(f_(2)(x,y)d(f_(2)(x,y))+....=0 then each term can be intergrated separately. For example, intsinxyd(xy)+int((x)/(y))d((x)/(y))=-cos xy+(1)/(2)((x)/(y))^(2)+C The solution of the differential equation (xy^(4)+y)dx-xdy=0 is