Question: 1. Define the objective function, the constraints, and find the optimal allocation given the following: Minneapolis Salina Kansas Linclon Witchita Tulsa $ 3.00 $ 9.00
1. Define the objective function, the constraints, and find the optimal allocation given the following:
| Minneapolis | Salina | Kansas | Linclon | Witchita | |
| Tulsa | $ 3.00 | $ 9.00 | $ 6.00 | $ 5.00 | $ 7.00 |
| Okla | $ 6.00 | $ 4.00 | $ 5.00 | $ 4.00 | $ 5.00 |
| Denver | $ 7.00 | $ 3.00 | $ 7.00 | $ 1.00 | $ 2.00 |
| St. Louis | $ 3.00 | $ 7.00 | $ 9.00 | $ 2.00 | $ 2.00 |
| Lawrence | $ 4.00 | $ 3.00 | $ 3.00 | $ 8.00 | $ 4.00 |
| Omaha | $ 5.00 | $ 1.00 | $ 2.00 | $ 5.00 | $ 9.00 |
| Supply (Dozens) | |||
| Tulsa | 77 | ||
| Okla | 45 | ||
| Denver | 85 | ||
| St. Louis | 50 | ||
| Lawrence | 94 | ||
| Omaha | 72 | ||
| Demand (Dozens) | |
| Minneapolis | 52 |
| Salina | 99 |
| Kansas | 83 |
| Linclon | 71 |
| Witchita | 65 |
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