Question: Consider the following linear programming formulation: Decision variables: A, B Objective function: MAX 3A + 3B Subject to constraints: 2A +4B

Consider the following linear programming formulation:

Decision variables: A, B

Objective function: MAX 3A + 3B

Subject to constraints:

2A +4B <= 12

6A + 4B <= 24

A,B 0

  1. Using the graphical solution method, identify the feasible region

  1. What are the extreme points?

  1. What is the optimal solution?

  1. If the Objective function is changed to 2A + 6B, what will the optimal solution be?

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