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Discuss an example of an infinite tree

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Question: If graphs are allowed to have an infinite number of vertices and edges, then Lemma is false. Give a counter example that shows this. In other words, give an example of an "infinite tree" (a connected, circuit-free graph with an infinite number of vertices and edges) that has no vertex of degree 1.

Lemma: Any tree that has more than one vertex has at least one vertex of degree 1.

Reference no: EM131574506

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