City Cab Company identified 10 primary pickup and drop locations for cab riders in New York City. In an effort to minimize travel time and improve customer service and the utilization of the company's fleet of cabs, management would like the cab drivers to take the quickest route between locations whenever possible. The travel times in minutes are shown on the arcs of the network. Note that there are two one-way streets and that the direction is shown by the arrows. 8 , 10 13 15 10 S 3 2 4 4 5 15 6 12 8 4 10 Using the above network of roads and streets, what is the quickest route a driver beginning at location 1 should take to reach location 10? path= 1,
City Cab Company identified 10 primary pickup and drop locations for cab riders in New York City. In an effort to minimize travel time and improve customer service and the utilization of the company's fleet of cabs, management would like the cab drivers to take the quickest route between locations whenever possible. The travel times in minutes are shown on the arcs of the network. Note that there are two one-way streets and that the direction is shown by the arrows. 8 , 10 13 15 10 S 3 2 4 4 5 15 6 12 8 4 10 Using the above network of roads and streets, what is the quickest route a driver beginning at location 1 should take to reach location 10? path= 1,
Practical Management Science
6th Edition
ISBN:9781337406659
Author:WINSTON, Wayne L.
Publisher:WINSTON, Wayne L.
Chapter6: Optimization Models With Integer Variables
Section: Chapter Questions
Problem 2C
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Transcribed Image Text:City Cab Company identified 10 primary pickup and drop locations for cab riders in New York City. In an effort to minimize travel time and improve customer service and
the utilization of the company's fleet of cabs, management would like the cab drivers to take the quickest route between locations whenever possible. The travel times in
minutes are shown on the arcs of the network. Note that there are two one-way streets and that the direction is shown by the arrows.
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Using the above network of roads and streets, what is the quickest route a driver beginning at location 1 should take to reach location 10?
path = 1,
10
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