Question: Name Problem 2 Consider the following LP: P: Max 2 = 3x, + 2x, s.t. - *, + 2x, 530 2x, + xy S40 47,

Name Problem 2 Consider the following LP: P: Max 2 = 3x, + 2x, s.t. - *, + 2x, 530 2x, + xy S40 47, 4, 20 a. Solve the problem graphically: clearly mark the feasible region, the iso-profit curve and the optimal solution on the graph. b. What is the optimal solution? What is the optimal value of the objective function? c. What are the coordinates of the extreme points based on the graph? d. Recall there are 4 possible types of LP solutions. Which one of the 4 categories will this LP formulation fall into, if we change the objective function to: Max z-* 10x+ 5x, e. Which one of the 4 categories will this LP formulation fall into, if we remove the second constraint (2x1 + x2

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