Linear Programming

Linear Programming - 27A) Objective function: Max=.12I+.09B...

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Rupal Patel 15A) Total profit = 100000x – (1500000 + 50000x) = 50000x – 1500000 50000x – 1500000 = 0 50000x = 1500000 x = 30 15B) The marginal revenue in sales is $100,000. The marginal cost is $50,000, and a marginal profit of $50,000 for extra boxes sold. Since the profit is positive, and all 50 boxes can be sold, it is should build all 50 boxes. The total profit = 50000(50) – 1500000 = $1,000,000.
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Unformatted text preview: 27A) Objective function: Max=.12I+.09B Constraints: I+B<=50000 I<=35000 (6/1000)I + (4/1000)B <= 240 27B) Objective function: Max=.12I+.09B Constraints: I+B<=50000 I<=35000 (6/1000)I + (4/1000)B <= 320 27C) Objective function Max=.12I+.09B Constraints: I+B<=50000 I<=35000 (6/1000)I + (4/1000)B <= 160...
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