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A Fruit Juice Company Makes Two Drinks by Blending Apple

Question 92

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A fruit juice company makes two drinks by blending apple and pineapple juices.The percent of apple juice and pineapple juice in each drink are shown in the table. A fruit juice company makes two drinks by blending apple and pineapple juices.The percent of apple juice and pineapple juice in each drink are shown in the table. There are 1000 liters of apple and 1500 liters of pineapple juice available.The profit for drink A is $0.70 per liter and the profit for drink B is $0.60 per liter.What is the optimal production level for each type of drink? What is the optimal profit? A) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. B) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced C) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. D) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. E) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. There are 1000 liters of apple and 1500 liters of pineapple juice available.The profit for drink A is $0.70 per liter and the profit for drink B is $0.60 per liter.What is the optimal production level for each type of drink? What is the optimal profit?


A) The optimal profit is $1,666.67 when A fruit juice company makes two drinks by blending apple and pineapple juices.The percent of apple juice and pineapple juice in each drink are shown in the table. There are 1000 liters of apple and 1500 liters of pineapple juice available.The profit for drink A is $0.70 per liter and the profit for drink B is $0.60 per liter.What is the optimal production level for each type of drink? What is the optimal profit? A) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. B) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced C) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. D) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. E) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. liters of Drink A and A fruit juice company makes two drinks by blending apple and pineapple juices.The percent of apple juice and pineapple juice in each drink are shown in the table. There are 1000 liters of apple and 1500 liters of pineapple juice available.The profit for drink A is $0.70 per liter and the profit for drink B is $0.60 per liter.What is the optimal production level for each type of drink? What is the optimal profit? A) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. B) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced C) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. D) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. E) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. liters Drink B are produced.
B) The optimal profit is $1,666.67 when A fruit juice company makes two drinks by blending apple and pineapple juices.The percent of apple juice and pineapple juice in each drink are shown in the table. There are 1000 liters of apple and 1500 liters of pineapple juice available.The profit for drink A is $0.70 per liter and the profit for drink B is $0.60 per liter.What is the optimal production level for each type of drink? What is the optimal profit? A) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. B) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced C) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. D) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. E) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. liters of Drink A and A fruit juice company makes two drinks by blending apple and pineapple juices.The percent of apple juice and pineapple juice in each drink are shown in the table. There are 1000 liters of apple and 1500 liters of pineapple juice available.The profit for drink A is $0.70 per liter and the profit for drink B is $0.60 per liter.What is the optimal production level for each type of drink? What is the optimal profit? A) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. B) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced C) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. D) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. E) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. liters Drink B are produced
C) The optimal profit is $1,666.67 when A fruit juice company makes two drinks by blending apple and pineapple juices.The percent of apple juice and pineapple juice in each drink are shown in the table. There are 1000 liters of apple and 1500 liters of pineapple juice available.The profit for drink A is $0.70 per liter and the profit for drink B is $0.60 per liter.What is the optimal production level for each type of drink? What is the optimal profit? A) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. B) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced C) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. D) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. E) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. liters of Drink A and A fruit juice company makes two drinks by blending apple and pineapple juices.The percent of apple juice and pineapple juice in each drink are shown in the table. There are 1000 liters of apple and 1500 liters of pineapple juice available.The profit for drink A is $0.70 per liter and the profit for drink B is $0.60 per liter.What is the optimal production level for each type of drink? What is the optimal profit? A) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. B) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced C) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. D) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. E) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. liters Drink B are produced.
D) The optimal profit is $1,666.67 when A fruit juice company makes two drinks by blending apple and pineapple juices.The percent of apple juice and pineapple juice in each drink are shown in the table. There are 1000 liters of apple and 1500 liters of pineapple juice available.The profit for drink A is $0.70 per liter and the profit for drink B is $0.60 per liter.What is the optimal production level for each type of drink? What is the optimal profit? A) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. B) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced C) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. D) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. E) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. liters of Drink A and A fruit juice company makes two drinks by blending apple and pineapple juices.The percent of apple juice and pineapple juice in each drink are shown in the table. There are 1000 liters of apple and 1500 liters of pineapple juice available.The profit for drink A is $0.70 per liter and the profit for drink B is $0.60 per liter.What is the optimal production level for each type of drink? What is the optimal profit? A) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. B) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced C) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. D) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. E) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. liters Drink B are produced.
E) The optimal profit is $1,666.67 when A fruit juice company makes two drinks by blending apple and pineapple juices.The percent of apple juice and pineapple juice in each drink are shown in the table. There are 1000 liters of apple and 1500 liters of pineapple juice available.The profit for drink A is $0.70 per liter and the profit for drink B is $0.60 per liter.What is the optimal production level for each type of drink? What is the optimal profit? A) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. B) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced C) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. D) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. E) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. liters of Drink A and A fruit juice company makes two drinks by blending apple and pineapple juices.The percent of apple juice and pineapple juice in each drink are shown in the table. There are 1000 liters of apple and 1500 liters of pineapple juice available.The profit for drink A is $0.70 per liter and the profit for drink B is $0.60 per liter.What is the optimal production level for each type of drink? What is the optimal profit? A) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. B) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced C) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. D) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. E) The optimal profit is $1,666.67 when liters of Drink A and liters Drink B are produced. liters Drink B are produced.

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