Look to the following Graph then answer the questions after it Q1) Apply BFS algorithm on the above graph (start node is 3) to answer the following questions: 1- Find BFS traverse order. 2- Draw the spanning tree. Q2) Apply Dijkstra algorithm for the above graph (start node is 2) then find: 1) The minimum spanning tree (show all steps). 2) The cost of the shortest path.
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We will start with node 3 and visit its neighbors in the order they appear. Show more…
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2) Given the following graph: A) Write (in order) the list of vertices that would be visited by running a breadth-first search (BFS) and a depth-first search (DFS) starting from A. B) Draw a Dijkstra's Shortest Path and find the Minimum total cost by drawing adjacency matrix. C) Draw a Kruskal's algorithm and Minimum Spanning Tree Algorithm. D) Compare the time complexity of the Dijkstra's Algorithm, Kruskal's Algorithm and Prim Algorithms as a Greedy algorithm for this graph.
(1) Bellman-Ford Algorithm. [16 pt] <a> State the iterative steps of Centralized Bellman-ford Algorithm. [2 pt] <b> consider the following network topology with link-costs written by each link. Find the min-cost tree for destination node-2. Show the execution of BF algorithm using the following table format. [6 pt] <c> Draw the min-cost tree found in <b>. [2 pt] <d> After the min-cost tree is created, consider that the link 2-4 is broken. Show how the BF algorithm converges to a new min-cost tree to destination node-2. Use the same table format as in <b>. [4 pt] <e> Draw the min-cost tree found in <d>. [2 pt]
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