Question: 2. Consider the following linear program: Maximize 32X + 15Y s.t. Constraint 1 5X + 20Y 120 Constraint 2 8X + 15Y 150 Constraint 3
| 2. Consider the following linear program: | ||||||
| Maximize | 32X | + | 15Y | |||
| s.t. | ||||||
| Constraint 1 | 5X | + | 20Y | 120 | ||
| Constraint 2 | 8X | + | 15Y | 150 | ||
| Constraint 3 | 3X | - | 6Y | 30 | ||
| X,Y | 0 | |||||
| a. Show the graph and the feasible region | ||||||
| b. Shade the feasible region | ||||||
| c. Identify the optimal solution point on your graph | ||||||
| d. What are the values of X and Y at the optimal solution? | ||||||
| X | Y | |||||
| e. What is the optimal value of the objective function? | ||||||
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