The table below shows the profits, in units of 10, a salesman estimates he will make...
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The table below shows the profits, in units of £10, a salesman estimates he will make on various journeys between some towns, one of which is S, where he lives (home). He wants to find the route that starts and finishes at S and is such that he makes the maximum total profit. Home (S) A B C D E F G H Home (S) 26 24 20 A 30 B 40 C 45 D 15 18 19 E 22 24 20 F NIN 25 27 G 20 19 H 21 22 Draw a network to model the above information with S as the start vertex and S as the destination vertex. Use dynamic programming (a backward pass) to find the best route for the salesman and determine the total profit. How many different routes are there through the system? The table below shows the profits, in units of £10, a salesman estimates he will make on various journeys between some towns, one of which is S, where he lives (home). He wants to find the route that starts and finishes at S and is such that he makes the maximum total profit. Home (S) A B C D E F G H Home (S) 26 24 20 A 30 B 40 C 45 D 15 18 19 E 22 24 20 F NIN 25 27 G 20 19 H 21 22 Draw a network to model the above information with S as the start vertex and S as the destination vertex. Use dynamic programming (a backward pass) to find the best route for the salesman and determine the total profit. How many different routes are there through the system?
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Answer rating: 100% (QA)
To model the information given in the table as a network we place each town as a node and connect them with directed edges according to the table wher... View the full answer
Related Book For
Microeconomics
ISBN: 978-0321866349
14th canadian Edition
Authors: Christopher T.S. Ragan, Richard G Lipsey
Posted Date:
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