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A company makes two products, A and B. A sells for $60 and B sells for $50. The production costs are $20 per unit for
A company makes two products, A and B. A sells for $60 and B sells for $50. The production costs are $20 per unit for A and $15 for B. To maximize the total profits, the company's objective function could be written as? Assume A and B are the units of Product A and B.
- A. Min 60A + 50B
- B. Max 40A + 35B
- C. Min 20A + 15B
- D. Max 80A + 65B
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