Question: Options/Analysis: 1 Maximizing the profit by applying the basic linear programming method. After applying the forecasted demand, quantity and quality constraints in the basic linear

Options/Analysis: 1 Maximizing the profit by applying the basic linear programming method. After applying the forecasted demand, quantity and quality constraints in the basic linear programming method we get the following results: Product Item Whole Juice Paste Net contribution per Ib 50.07 $0.02 50.04 Optimum quantity Grade A 525000 75000 0.00 Optimum quantity 20000 Grade B 175000 225000 00 Total Optimum 20000 quantity 700000 300000 00 546,666. $84,00 Contribution 67 $5,400 0 $136,066 Total Contribution R .67 The maximum profit that could be obtained following this method is $676,066.67

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