Consider the undirected graph depicted below. Create a depth-first search (DFS) tree (starting from vertex 2)for this gr
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Consider the undirected graph depicted below. Create a depth-first search (DFS) tree (starting from vertex 2)for this gr
question. You can either get full marks or nothing 3 6 Does the edge (2,6) appear in the DFS tree? Does the edge (2.5) appear in the DFS tree? Does the edge (2, 3) appear in the DFS tree? Does the edge (0, 1) appear in the DFS tree? 1 Yes Does the edge (0, 2) appear in the DFS tree? Does the edge (4.6) appear in the DFS tree? 2. No Does the edge (6, 7) appear in the DFS tree? Does the edge (1.3) appcar in the DFS tree? Does the edge (5.7) appear in the DFS tree?
Consider the undirected graph depicted below. Create a depth-first search (DFS) tree (starting from vertex 2)for this graph. If you ever have more than one option for the next node your search should visit, then you must consider the smallest possible value next. There are no partial marks for this