[Solved]Iv 16 Points Traveling Salesman Problem Given Following Adjacency Matrix Undirected Theref Q37220194

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IV. (16 points) For the Traveling Salesman Problem we are given the following adjacency matrix for an undirected (therefore symmetrical) graph with 5 nodes. 10 4 6 3 2 2 4 0 5 8 7 3 6 5 0 1 9 4 3 8 1 0 10 52 7 9 10 0 Given the following values, compute the length of the two minimum length tours (beginning and ending in vi) D[5] [(2,3,4))= 16 D[4] [{2,3,5)]= 15 D[3] [{2,4,5)] = 18 D[2] [{3,4,5)]= 18 Given the following values in the associated P-matrix, find the two actual tours that have minimum length. PI21 3,4)] 3 PI2]I13,5) 3 P4,5 4,5 (tie) P[5][(3,4)-3 P[5] [{2,4}]-2 P[5] [(23)]-2,3 (tie) Show transcribed image text IV. (16 points) For the Traveling Salesman Problem we are given the following adjacency matrix for an undirected (therefore symmetrical) graph with 5 nodes. 10 4 6 3 2 2 4 0 5 8 7 3 6 5 0 1 9 4 3 8 1 0 10 52 7 9 10 0 Given the following values, compute the length of the two minimum length tours (beginning and ending in vi) D[5] [(2,3,4))= 16 D[4] [{2,3,5)]= 15 D[3] [{2,4,5)] = 18 D[2] [{3,4,5)]= 18 Given the following values in the associated P-matrix, find the two actual tours that have minimum length. PI21 3,4)] 3 PI2]I13,5) 3 P4,5 4,5 (tie) P[5][(3,4)-3 P[5] [{2,4}]-2 P[5] [(23)]-2,3 (tie)

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Answer to IV. (16 points) For the Traveling Salesman Problem we are given the following adjacency matrix for an undirected (theref… . . .