A solution curve of the differential equation (x2 + xy + 4x + 2y + 4) dy/dx - y2 = 0, x > 0, passes through the point (1, 3). Then the solution curve
(A) intersects y = x + 2 exactly at one point
(B) intersects y = x + 2 exactly at two points
(C) intersects y = (x + 2)2
(D) does NOT intersect y = (x + 3)2