Question: Consider the following conjecture: In a directed graph G, if there is a path from node A to node B, then in any DFS on

Consider the following conjecture: In a directed graph G, if there is a path from node A to node B, then in any DFS on G, the start time of B must be less than the finish time of A. Is this true or false? If true, explain why. If false, show a counterexample.

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