Question: Let G = ( V;E ) be a directed graph on n vertices and m edges where each edge has a weight which is a

Let G =(V;E) be a directed graph on n vertices and m edges where each edge has a weight which is a real
number. Show that there exists an order among the vertices such that if we process the vertices according
to that order in the inner For loop of the Bellman-ford algorithm, then just after one iteration, D[v] will
store the distance from s to v.

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