Question: Please answer the following. Reference: Linear Programming 2. Phoenix Fresh Meat Corp. is producing two types of expensive ground meat mixture (Valencia and Sapporo) from

Please answer the following.

Reference: Linear Programming

2. Phoenix Fresh Meat Corp. is producing two types of expensive ground meat mixture (Valencia and Sapporo) from two kinds of special meat (Iberico Ham and Olive Wagyu). The table summarizes the data. Pound (1b) of special meat per pound (1b) of Valencia Sapporo Maximum daily availability (1b) Iberico Ham 2 15.5 Olive Wagyu 3 2 20 Profit per 1b 20 16 (1,000,000 PhP/1b) When they conducted a worldwide market study, they found that twice the daily demand for Valencia cannot exceed that for thrice the daily demand of Sapporo by more than 3 Ibs. Also, the maximumdaily demand for Valencia is 4 1b. Finally, the difference of fifteen times the daily demand for Sapporo and three times of the daily demand for Valencia should be at least 5 Ibs. The company wants to optimize their profit and determine the right product mix of expensive ground meat mixture. Item Points a. Is this problem a maximization or minimization problem? 2 b. Show the complete model for this problem (decision variables, 10 objective function, and constraints) c. Show the graph of the model (draw it on paper or use a graphing 10 calculator) d. Determine the right product mix of expensive ground meat mixture 10 (analytically). e. What is the optimum profit? f. What is the optimum total profit from Valencia? g. What is the optimum total profit from Sapporo? h. What is the optimum usage of Iberico Ham by Valencia? ANNNNNNU i. What is the optimum usage of Olive Wagyu by Sapporo? j. What is the optimum usage of Iberico Ham by Sapporo? k. What is the optimum usage of Olive Wagyu by Valencia? 1. What is the optimum usage of Iberico Ham by Valencia and Sapporo? m. What is the optimum usage of Olive Wagyu by Valencia and A Sapporo? n. If the profit per lb (1,000,000 PhP/lb) for Valencia is 30 and for 15 Sapporo is 45, what is optimal solution? Use the POM-QM software to solve this item. Show the screen shot of the table and the grapho. If this is a minimization problem, what would be the optimal 15 solution? Show the table and the graph of the solution. Use the POM- QM software for this. p. Explain how does the graphical method determine the optimal solution for this problem. Total Points 92 Requirements: Show the organized complete and full detailed solution for each item. Tip: You can check your work using Desmos or the POM-QM Software

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