Question: Consider the following linear programming problem: Max 9 X + 8 Y s.t. 19 X + 5 Y 95 12 X + 6 Y 72
Consider the following linear programming problem:
| Max | 9X + 8Y | ||
| s.t. | |||
| 19X + 5Y | 95 | ||
| 12X + 6Y | 72 | ||
| X + Y | 9 | ||
| X, Y 0 |
(a) Use a graph to show each constraint and the feasible region.
(b) Identify the optimal solution point on your graph. What are the values ofXandYat the optimal solution?
(X,Y) = ?
(c) What is the optimal value of the objective function?
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