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Ignore the pencil marks. Let G be a graph. The set of vertices D is a dominating set, if every vertex, that is not in

Ignore the pencil marks.

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Let G be a graph. The set of vertices D is a dominating set, if every vertex, that is not in D, is adjacent to some vertex from D graph G, integer k does G have a dominating set of size k? Find a minimal dominating set for the following graph

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