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[Solved]V 24 Points Following Graphical Representation Undirected Weighted Graph Preceding Problem Q37220274

V. (24 points) The following is a graphical representation of the undirected weighted graph in the preceding problem. ㄐ lo 1.
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V. (24 points) The following is a graphical representation of the undirected weighted graph in the preceding problem. ㄐ lo 1. Using the Prim Algorithm construct a minimum-spanning tree from this graph. Show it in graphical form (not as an adjacency matrix), and list the edges in the order they are added by the algorithm starting with vi. Use the notation (1,5), for example to refer to the edge connecting vi and vs First edge added C,5) Second edge added (2 Third edge added (3,4) Fourth edge added C,2 5 3 2. Do the same for the Kruskal Algorithm. Exhibit the resulting tree in graphical form and list the edges in the order in which they are added. First edge added (3,+ Second edge added (S Third edge added (,4) Fourth edge added (12) 3 3. Apply the Dijkstra Algorithm to the original graph to determine the shortest distances from vi to all the other vertices. Exhibit the resulting tree in graphical form and list the edges in the order in which they are added. First edge added (,5) Second edge added () Third edge added (3,*) Fourth edge added (1,2) 5 2 Show transcribed image text V. (24 points) The following is a graphical representation of the undirected weighted graph in the preceding problem. ㄐ lo 1. Using the Prim Algorithm construct a minimum-spanning tree from this graph. Show it in graphical form (not as an adjacency matrix), and list the edges in the order they are added by the algorithm starting with vi. Use the notation (1,5), for example to refer to the edge connecting vi and vs First edge added C,5) Second edge added (2 Third edge added (3,4) Fourth edge added C,2 5 3 2. Do the same for the Kruskal Algorithm. Exhibit the resulting tree in graphical form and list the edges in the order in which they are added. First edge added (3,+ Second edge added (S Third edge added (,4) Fourth edge added (12) 3 3. Apply the Dijkstra Algorithm to the original graph to determine the shortest distances from vi to all the other vertices. Exhibit the resulting tree in graphical form and list the edges in the order in which they are added. First edge added (,5) Second edge added () Third edge added (3,*) Fourth edge added (1,2) 5 2

Expert Answer

Answer to V. (24 points) The following is a graphical representation of the undirected weighted graph in the preceding problem. �… . . .

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