Given the graph above, and starting node is 4, Assume that each node's adjacency list is in increasing order, In what order are nodes explored using a DFS? In what order are nodes explored using a BFS?
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The image shows a graph with 10 nodes (1 to 10) and several edges. The starting node for both traversals is 4. The adjacency lists for each node should be sorted in increasing order. We need to find the order of nodes explored using Depth-First Search (DFS) and Show more…
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Akash M.
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Given the graph G = (V, E) in the figure below, compute: the BFS tree; the DFS tree. To do so, start with vertex 4 for both trees. For BFS, if a vertex has several adjacent vertices, then process the vertices in sorted order from smallest to largest index. For example, vertex 1 has four adjacent vertices: 4, 6, 7, and 9. Process vertex 4 first, then 6, 7, and finally 9. Similarly, for DFS, if a vertex has several possible options, select the one with the smallest index. To output the tree, you may draw it or provide the adjacency list of the tree where the vertices in each list are sorted from smallest to largest.
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