Solve for the following Linear Programming problems. Your solutions should include: 1. Objective Function 2 Constraints 3. Graph complete with labels of points and lines,
Solve for the following Linear Programming problems. Your solutions should include:
1. Objective Function
2 Constraints
3. Graph complete with labels of points and lines, and shaded feasible region
4. Corner point approach
5. Optimal solution
6. Minimum cost
Problem 2: A chicken farmer uses a mixture of two chicken feeds Alpo and Pedigree Each pack of Alpo contains 12g of protein, 2g of fat, and 16g of carbohydrates Each pack of Pedigree contains 6g of protein, 1g of fat, and 18g of carbohydrates . Alpo costs Php 14.00 per pack, while Pedigree costs Php 10,00 per packThe chicken farmer must buy chicken feeds that have at least 60g of protein , of fat, and at most 180g of carbohydrates. Determine the number of packs of Alpo and Pedigree that will produces a mixture satisfying the given restrictions at minimum cost.
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