Show that a dfs of an undirected graph g can be used

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Show that a DFS of an undirected graph G can be used to identify the connected componentof G, and that the DFS contains as many trees as G has connected components. More precisely, show how to modify DFS so that each vertex v is assigned an integer label cc[v] between 1 tok, where k is the number of connected components of G, such that cc[u] = cc[v] if and only ifu and v are in the same connected component.

Reference no: EM132313274

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