A normal at any point (x, y) to the curve y = f(x) cuts a triangle of unit area with the axis. the differential equation of the curve is dy s4y dx -vy dx -xo-4d

A normal at any point (x, y) to the curve y = f(X) cuts a triangle of unit area with the axis. the differential equation of the curve is dy s4y dx -vy dx -xO-4dy (B) (A) dx dy X+y y dx (C) (D) None of these