5. Apolllon has two manufacturing facilities, two storehouses, and three consumers. The locations of these are as follows: Manufacturing Facilities: Germany and France Storehouses: Denver and New York Consumers: Sweden, Denmark, and Norway Medicines are produced at facilities, then shipped to storehouses, and finally shipped to consumers. Germany can produce 150 medicines per week, and France can produce 100 medicines per week. Sweden requires 80 medicines per week; Denmark, 70; and Norway, 60. It costs $10,000 to produce a medicine at each facility, and the cost of shipping a medicine between two cities is given in Table. To($) From Sweden Denmark Norway Denver 1,059 996 1,691 New York 2,786 802 100 b. Draw the network of balanced problem. Write balanced transportation table. (It must include all locations.) Determine how to meet Apollon's weekly demands at minimum cost. (Apply two solution methods that you selected and compare the results each other. Which one is optimal solution?) English corse 4 5. Apolllon has two manufacturing facilities, two storehouses, and three consumers. The locations of these are as follows: Manufacturing Facilities: Germany and France Storehouses: Denver and New York Consumers: Sweden, Denmark, and Norway Medicines are produced at facilities, then shipped to storehouses, and finally shipped to consumers. Germany can produce 150 medicines per week, and France can produce 100 medicines per week. Sweden requires 80 medicines per week; Denmark, 70; and Norway, 60. It costs $10,000 to produce a medicine at each facility, and the cost of shipping a medicine between two cities is given in Table. To($) From Sweden Denmark Norway Denver 1,059 996 1,691 New York 2,786 802 100 b. Draw the network of balanced problem. Write balanced transportation table. (It must include all locations.) Determine how to meet Apollon's weekly demands at minimum cost. (Apply two solution methods that you selected and compare the results each other. Which one is optimal solution?) English corse 4