A graph G has the property that every edge of G joins an odd vertex with an even vertex. Show that G is bipartite and has even seize introduction of graph theory Zhang
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Originally Posted by Amer A graph G has the property that every edge of G joins an odd vertex with an even vertex. Show that G is bipartite and has even seize Consider a partition of the vertices into two sets: the even vertices and the odd vertices. Now show that produces a bipartite graph.
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