1 20 Points Minimum Spanning Trees Roads Suppose Given Following Connected Undirected Weig Q37195066

1. (20 points) Minimum Spanning Trees in Roads. Suppose you are given the following connected, undirected, weighted graph whe(a) (10 points) The city planners want to find a tree that spans the intersections while having the minimum weight. Use Prim1. (20 points) Minimum Spanning Trees in Roads. Suppose you are given the following connected, undirected, weighted graph where the vertices represent intersections in a city and the edges are the roads connecting these intersections. The weights on the edges represent the relative traffic congestion (the larger the weight, the more congested the road is)

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