Since in an undirected graph the number of vertices with an
Since in an undirected graph, the number of vertices with an odd degree must be even, theremust be 2n vertices that can be paired up into n pairs. Why?
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since in an undirected graph the number of vertices with an odd degree must be even theremust be 2n vertices that can
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How might these concerns affect your methodology, and how do you plan on approaching the topic more generally?