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Question: let g v e be a directed graph define...

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Let G (V, E) be a directed graph. Define a graph G (V, E) as follows: V V; u, v) E E if there is a a path of length 2 between u and v in G. Suppose that a directed graph G is given as adjacency list. Give a O(mn)-time algorithm to compute G2. Derive the time bound. Here m is number of edges in G and n is number of vertices in G Suppose that a directed graph G is given as adjacency matrix. Given an algorithm to compute G3. Derive the run time of your algorithm.

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