Question: (20 points) Consider a directed graph G with n vertices and m edges, where every node is labeled with a unique number from the set

(20 points) Consider a directed graph G with n vertices and

(20 points) Consider a directed graph G with n vertices and m edges, where every node is labeled with a unique number from the set 1,...,n among all the vertices that can be reached from u. Give an(m + n) algorithm that computes min(u) for all the vertices of G. ). For every node u, let min(u) be the smallest label

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