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Chromatic number-graph theory An airline offers return flights all departing from the same airport according to the following se hedule. Flight Schedule Departure time 8h 55 10h 10 11h05 12h 20 12h35 13h25 14h05 14h45 14h55 15h Flight duration (min) 267 61 66 172 239 355 83 233 262 126 Using a graph, de termine the minimum number of Pilots required to ensure all these flights.

Chromatic number-graph theory An airline offers return flights all departing from the same airport according to the following se hedule. Flight Schedule Departure time 8h 55 10h 10 11h05 12h 20 12h35 13h25 14h05 14h45 14h55 15h Flight duration (min) 267 61 66 172 239 355 83 233 262 126 Using a graph, de termine the minimum number of Pilots required to ensure all these flights.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Chromatic number-graph theorg An airline oFfers return flights all departing from the same airport according to the following se hedule. Flight schedule De parture time Flight duration (min) 8h 55 267 1oht0 61 66 172 239 12435 355 13h85 83 14hos 233 14h45 268 14655 15h a graph, de termine the minimum number of Using Pilots required to ensure all these flights.
Transcribed Image Text:Chromatic number-graph theorg An airline oFfers return flights all departing from the same airport according to the following se hedule. Flight schedule De parture time Flight duration (min) 8h 55 267 1oht0 61 66 172 239 12435 355 13h85 83 14hos 233 14h45 268 14655 15h a graph, de termine the minimum number of Using Pilots required to ensure all these flights.
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