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9. Consider the following graphs. b z d Hi d H d b f b f a d H3 (d) Which, if any, of

9. Consider the following graphs. b z d Hi d H d b f b f a d H3 (d) Which, if any, of the Hi's are spanning subgraphs of G? (e) How many spanning subgraphs does G have? (f) What is the clique number of G, H, H2, and H? b f (a) Is G connected? Explain. (b) Draw the subgraph of G induced by S = {b,d,e, f). Is this induced subgraph one of our special graphs? If so, which one? (c) Which, if any, of the Hi's are subgraphs of G? connected subgraphs of G? induced subgraphs of G?

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a Connected Graph A graph is said to be connected if there is a path between every pair of vertex From every vertex to any other vertex there should b... blur-text-image

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