What is the general solution of the Clairaut equation y=xy′+(y′)2y = xy' + (y')^2y=xy′+(y′)2?
y=Cx+C2y = Cx + C^2y=Cx+C2
y=Cx+Cy = Cx + Cy=Cx+C
y=x+C2y = x + C^2y=x+C2
y=Cx2+Cy = C x^2 + Cy=Cx2+C