Show that there exists a simple 3-polytope that has that J23 fos = 1 and fo: = 0 for i > 9. 3, J24 2, J26 3, J27 2, J25

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Convex Hull

For a given set of points S in a plane, the convex hull is a line completely enclosing all the points within the plane such that no concavities are left. In other words, the convex hull of a set of points is the smallest convex polygon consisting of all points within the plane.