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A high-speed train operator schedules six trains per day departing from City A. The destination of each train may be City B, City C, or City D. The following table shows the contribution to the high-speed operator's profit from any given number of daily trains from City A to each possible destination. Find the optimal number of trains that should depart City A for each destination. How would the answer changes if the train operator were restricted to only four daily trains? Profit per train (S) Destination Number of trains 3. 6. City B 80 150 210 250 270 280

A high-speed train operator schedules six trains per day departing from City A. The destination of each train may be City B, City C, or City D. The following table shows the contribution to the high-speed operator's profit from any given number of daily trains from City A to each possible destination. Find the optimal number of trains that should depart City A for each destination. How would the answer changes if the train operator were restricted to only four daily trains? Profit per train (S) Destination Number of trains 3. 6. City B 80 150 210 250 270 280

Practical Management Science
Practical Management Science
6th Edition
ISBN:9781337406659
Author:WINSTON, Wayne L.
Publisher:WINSTON, Wayne L.
Chapter2: Introduction To Spreadsheet Modeling
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Problem 20P: Julie James is opening a lemonade stand. She believes the fixed cost per week of running the stand...
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A high-speed train operator schedules six trains per day departing from City A. The destination of each train may be City B, City C, or City D. The following table shows the contribution to the high-speed operator's profit from any given number of daily trains from City A to each possible destination. Find the optimal number of trains that should depart City A for each destination. How would the answer changes if the train operator were restricted to only four daily trains? Profit per train (S) Destination Number of trains 3. 6. City B City C City D 80 150 210 250 270 280 100 195 275 325 300 250 90 180 265 310 350 320
Transcribed Image Text:A high-speed train operator schedules six trains per day departing from City A. The destination of each train may be City B, City C, or City D. The following table shows the contribution to the high-speed operator's profit from any given number of daily trains from City A to each possible destination. Find the optimal number of trains that should depart City A for each destination. How would the answer changes if the train operator were restricted to only four daily trains? Profit per train (S) Destination Number of trains 3. 6. City B City C City D 80 150 210 250 270 280 100 195 275 325 300 250 90 180 265 310 350 320
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