15. For each of the following graphs, decide whether the graph is bipartite. Com

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15. For each of the following graphs, decide whether the graph is bipartite. Committee Meetings 16. Suppose some people form committees to do various tasks. The problem is to schedule the committee meetings in as few time slots as possible. This problem was introduced in Example 3 of Section 1.4, where S (1, 2, 3, 4, 5, 6, 7 represents a set of seven people who have formed six 3-person committees as follows: Si- (1,2,3), S2 12, 3, 4), Ss 313,4,5), The problem can be modeled with the following graph, where the committee names are represented as vertices and there is an edge between two vertices if a person belongs to both committees. b. What does an edge between two vertices in the complement graph signify?

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15) ---->

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