Chapter 10: Q5E (page 733)
Find the chromatic number of the given graph.
Short Answer
The Chromatic number of the given graph is \(3\).
Chapter 10: Q5E (page 733)
Find the chromatic number of the given graph.
The Chromatic number of the given graph is \(3\).
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Get started for freea) Show that if the diameter of the simple graph\({\bf{G}}\)is at least four, then the diameter of its complement\({\bf{\bar G}}\)is no more than two.
b) Show that if the diameter of the simple graph\({\bf{G}}\)is at least three, then the diameter of its complement\({\bf{\bar G}}\)is no more than three.
Find the chromatic number of the given graph.
A dominating set of vertices in a simple graph is a set of vertices such that every other vertex is adjacent to at least one vertex of this set. A dominating set with the least number of vertices is called a minimum dominating set. Find a minimum dominating set for the given graph.
Extend Dijkstraโs algorithm for finding the length of a shortest path between two vertices in a weighted simple connected graph so that the length of a shortest path between the vertex a and every other vertex of the graph is found.
Find the chromatic number of the given graph.
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