Question: 1. 125 Pt.1 [DO NOT USE EXCEL TO SOLVE THIS PROBLEM An optimization programming model is formulated as follows: Max. Z = x + 2y

1. 125 Pt.1 [DO NOT USE EXCEL TO SOLVE THIS PROBLEM An optimization programming model is formulated as follows: Max. Z = x + 2y s.t 3x + y 23 x + 3y 22 - x + 2y = 2 5x + y = 15 2x -y 34 x, y20 and the constraints in the model are illustrated in a plot as B E H M N (i) [5 Pt.] As an LP problem, identify the feasible solution area and shade the area in any color on the graph. (ii) [5 Pt.) Which points are the extreme points? Find the coordinates of each extreme point. (ii) [5Pt.] In the feasible solution area in (i), identify all the possible integer solution points as an IP problem. (iv) [5 Pt.) Based on (iii), compute the optimal objective value Zip in LP. (W) [5 Pt.] Based on (iii), compute the optimal objective value and Zip in IP

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