Mathematics, 05.03.2021 05:00 dookiefadep5n1tt

6.) Assume that a graph G has no loops. Let v be a vertex of G and let E, be the set of edges that are incident with v. For each e e E. let c(e) be the number of cycles of G that contain e. Prove that if|E:
is odd. then an odd number of the numbers cle). for c E E. are even.

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