Company has decided to introduce three fruit juices made from blending two or more concentrates. These juices will be packaged in 2-qt (64-oz) cartons. One carton of pineapple-orange juice requires 8 oz each of pineapple and orange juice concentrates. One carton of orange-banana juice requires 12 oz of orange juice con- centrate and 4 oz of banana pulp concentrate. Finally, one carton of pineapple-orange-banana juice requires 4 oz of pineapple juice concentrate, 8 oz of orange juice concentrate, and 4 oz of banana pulp. The company has decided to allot 16,000 oz of pineapple juice concen- trate, 24,000 oz of orange juice concentrate, and 5000 oz of banana pulp concentrate for the initial pro- duction run. The company has also stipulated that the production of pineapple-orange-banana juice should not exceed 800 cartons. Its profit on one carton of
240 CHAPTER 4 LINEAR PROGRAMMING: AN ALGEBRAIC APPROACH pineapple-orange juice is $1.00, its profit on one carton of orange-banana juice is $0.80, and its profit on one carton of pineapple-orange-banana juice is $0.90. To realize a maximum profit, how many cartons of each blend should the company produce? What is the largest profit it can realize? Are there any concentrates left over? 5
48. OPTIMIZING PROFIT FOR BLENDED JUICE DRINKS CalJuice 48. OPTIMIZING PROFIT FOR BLENDED JUICE DRINKS CalJuice Company has decided to introduce three fruit juices made from bl
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