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(B) and (C) (b) Find a cluster of density greater than 1 - q = 3/5 in the part of the graph outside 5 that

(B) and (C)

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(b) Find a cluster of density greater than 1 - q = 3/5 in the part of the graph outside 5 that blocks behavior A from spreading to all nodes, starting from S, at threshold q. Give a brief (one- to two-sentence) explanation for your answer? (c) Suppose you were allowed to add a single edge to the given network, connecting one of nodes c or d to any. one node that it is not currently connected to. Could you do this in such a way that now behavior A, starting from S and spreading with a threshold of 2/3, would reach all nodes? Given a brief explanation for your answer. (b) Find a cluster of density greater than 1 - q = 3/5 in the part of the graph outside 5 that blocks behavior A from spreading to all nodes, starting from S, at threshold q. Give a brief (one- to two-sentence) explanation for your answer? (c) Suppose you were allowed to add a single edge to the given network, connecting one of nodes c or d to any. one node that it is not currently connected to. Could you do this in such a way that now behavior A, starting from S and spreading with a threshold of 2/3, would reach all nodes? Given a brief explanation for your

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