i have a little bit confusion on how to do a matlab coding based on this question.

To compute the triple integral, note that div F = Px + Qy + Rz = 2, and therefore the triple integral is SSS div Fav = 2SSS EdV = 2 ( volume of E) . The volume of a right circular cone is given by r24. In this case, h = r = 1. Therefore, SSS div Fav = 2 ( volume of E) = 27 To compute the flux integral, first note that S is piecewise smooth; S can be written as a union of smooth surfaces. Therefore, we break the flux integral into two pieces: one flux integral across the circular top of the cone and one flux integral across the remaining portion of the cone. Call the circular top S, and the portion under the top S2. We start by calculating the flux across the circular top of the cone. Notice that S1 has parameterization r (u, v) = u cos v, u sin v, 1, 0