A line L:y=mx+3 meets the y-axis at E(0,3) and the arc of the parabola y2=16x, 0≤y≤6, at the point F(x0,y0). The tangent to the parabola at F(x0,y0) intersects the y-axis at G(0,y1). The slope m is chosen such that the area of triangle EFG has a local maximum. Match List I with List II and select the correct answer using the code given below the lists.
Column I — P: m; Q: Maximum area of △EFG; R: y0; S: y1Column Ii — 1: 1/2; 2: 4; 3: 2; 4: 1