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Engineering
Data Structures and Algorithms
Consider the following undirected graph: His h If you traverse the graph using the Breath First Search algorithm seen in class, the algorithm will mark each vertex with a number. Match each node with its numerical mark. (e.g. 'a' is marked '1') NOTE: When traversing the graph, if several unvisited adjacent vertices are available, break ties by the alphabetical order of the vertices

Consider the following undirected graph: His h If you traverse the graph using the Breath First Search algorithm seen in class, the algorithm will mark each vertex with a number. Match each node with its numerical mark. (e.g. 'a' is marked '1') NOTE: When traversing the graph, if several unvisited adjacent vertices are available, break ties by the alphabetical order of the vertices

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Consider the following undirected graph: h If you traverse the graph using the Breath First Search algorithm seen in class, the algorithm will mark each vertex with a number. Match each node with its numerical mark. (e.g. 'a' is marked '1') NOTE: When traversing the graph, if several unvisited adjacent vertices are available, break ties by the alphabetical order of the vertices. b 3 (5
Transcribed Image Text:Consider the following undirected graph: h If you traverse the graph using the Breath First Search algorithm seen in class, the algorithm will mark each vertex with a number. Match each node with its numerical mark. (e.g. 'a' is marked '1') NOTE: When traversing the graph, if several unvisited adjacent vertices are available, break ties by the alphabetical order of the vertices. b 3 (5
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