Question: 1. LINEAR PROGRAMMING PROBLEMS (1) (20 points) Consider the following linear programming problem: Maximize the objective function 2 = 3.01 + 2 subject to the

1. LINEAR PROGRAMMING PROBLEMS (1) (20 points) Consider the following linear programming problem: Maximize the objective function 2 = 3.01 + 2 subject to the constraints ay + 2x2 0. (a) Sketch by hand the feasible region. (b) Compute all corner point feasible (CPF) solutions for this region. (c) Use the graphical method or the minimax theorem to maximize the objective function in the feasible region. (d) Use Maple to draw the feasible region. (e) Open the Optimization package and use the Maple copmand Mari- mize to solve the linear programming problem. ol for

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