Question: Problem 4. (10 points) Suppose you are given an undirected connected weighted graph G = (V E) with a distingu ished vertex s and where

Problem 4. (10 points) Suppose you are given an undirected connected

Problem 4. (10 points) Suppose you are given an undirected connected weighted graph G = (V E) with a distingu ished vertex s and where all edge weights are positive and distinct. Is it possible for a tree of shortest paths from s and a minimum spanning tree in G to not share any edges? If so, give an example. If not, give a reason

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