(a) Let G= (V, E) be an undirected connected let each edge e EE have weight weight(e), and suppose all edge graph, IVI 3 and weights are different. Let T be a minimum Then, the edge of minimum weight in G must Spanning tree in. G. belong to T. b) If an undirected minimum unique different. connect graph G=(V₁E), IVI > 3, has a tree, then all the edge weights are spanning

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