Question: 3. Integer Programming Problem (Chapter 6) A manufacturer can sell product 1 at a price of $30 per unit and product 2 at a price

3. Integer Programming Problem (Chapter 6) A

3. Integer Programming Problem (Chapter 6) A manufacturer can sell product 1 at a price of $30 per unit and product 2 at a price of $40 per unit. Three units of raw material and 1.5 labor hours are needed to manufacturer one unit of product 1. Six units of raw material and 2 labor hours are need to manufacture one unit of product 2. The unit variable cost for product 1 is $20, and for product 2 is $20. A total of 15,000 units of raw material and 8,000 labor hours are available. If any product 1 is produced, a setup cost of $15,000 is incurred; if any product 2 is produced, a setup cost of $35,000 is incurred. Determine how to maximize the manufacturer's profit. a. What is the effective capacity for product 1 and product 2, respectively? b. In the optimal solution, which product(s) will be manufactured? What is the optimal production quantity? What is the optimal profit

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