For this discussion topic each student is required to have at least 2 postings: One answering at least one of the questions and a second responding to another student’s posting. Please select a question that has not been answered by the time you post your response. You can select any question to answer once all questions are answered. Please do not copy another student’s posting.
This discussion will close at midnight Sunday, September 16th.
1. Find the optimal solution of the following linear programming problem using the Corner Points Method.
Max 3x + 5y
Subject to
4x + y > 4
3x + 2y < 12
x, y > 0
2. Find the optimal solution of the following linear programming problem using the Iso-Profit (objective function) Line Method.
Max 3x + 5y
Subject to
4x + y > 4
3x + 2y < 12
x, y > 0
3. Write the following linear programming problem in standard form.
Max 2x + y
Subject to
x + y > 2
3x + 4y < 12
x, y > 0
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