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Problem 1. (50 points) Given the following network topology 54 270118 2/36 27 81 (1) Find the minimum cost from every node to
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Since we have 7 vestices, relax the edges 6 times. 07 18 81 423 90 126ao 36 le 27 7 108 and ② is same Since the graph at stage Stage is the final grople.The final edges included using Bellman Ford algorithm is bror veile? veilex 0.9. 03 3 rect). From vextex 2-1 is 36 (direct).

since bellman ford is a dynamic algorithm, we can relax the edges till the end of the algorithm.Bellman Ford is used to find distance from a vertex to all vertices. Initially I found distance from vertex 7 to 1 . Distance of vertex 2 and 3 to 1 is directly given in graph...distance from remaining other vertex to vertex 1 is also computed above...

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