Question: The following linear programming problem has been solved graphically (each line in the graph is one unit The feasible region has been indicated by the

The following linear programming problem has been

The following linear programming problem has been solved graphically (each line in the graph is one unit The feasible region has been indicated by the shading. The corner points and the objective function valus have also been provided below. Minimize: Z = 2X, + 1X2 Subject 1. to: 3X, + 2X2 18 2. -7X, + 9x2 18 3. 3X4 - X 18 Non Neg Constraint Constraint 1 10 9 8 7 / 5 4 Constraint 2 -X (0,0) 5 9 10 Corner Point Objective Function Value (0.9) 9 27 (9.9) (3.07.4.39) 10.53 (9.12) - Test Point 30 What solution type is this? Unbounded Unique Optimal Multiple Optimal Infeasible

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