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If G is a graph with n nodes, where n is an even number, where every node of G has degree of at least n/2.

If G is a graph with n nodes, where n is an even number, where every node of G has degree of at least n/2. Then G must is connected. Is this claim truthful or false?

TextBook ISBM; 9780321295354

chapter 3 with algorithm anaysis

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