In the graph above, in what order would the vertices be visited by a depth first search starting at C, assuming that when DFS has a choice it visits vertices in alphabetic order? (Write the vertices as a string, e.g. CADEIGFHB) CFGDEIABH In the above depth first search, what edge will it be processing when it discovers that the graph has a cycle? In the above depth first search, what vertex would the algorithm be processing when it discovers that the graph is not strongly connected? How many vertices would there be in the DFS spanning tree/forest generated by the DFS above? How many edges in that DFS spanning tree/forest?

Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
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In the graph above, in what order would the vertices be visited by a depth-first search starting at C, assuming that when DFS has a choice it visits vertices in alphabetic order? (Write the vertices as a string, e.g. CADEIGFHB) 

Answer: ______

In the above depth-first search, what edge will it be processing when it discovers that the graph has a cycle?

Answer: ______

In the above depth-first search, what vertex would the algorithm be processing when it discovers that the graph is not strongly connected?

Answer: ______

How many vertices would there be in the DFS spanning tree/forest generated by the DFS above?

Answer: ______

How many edges in that DFS spanning tree/forest?

Answer: ______

**Graph Explanation:**

- The graph consists of vertices labeled from A to I.
- The edges connect the following pairs of vertices: 
  - A-C, A-D
  - B-D, B-E
  - C-F, C-H
  - D-E, D-F, D-G
  - E-B
  - F-C, F-G
  - G-D, G-F, G-I
  - H-C
  - I-H
Transcribed Image Text:In the graph above, in what order would the vertices be visited by a depth-first search starting at C, assuming that when DFS has a choice it visits vertices in alphabetic order? (Write the vertices as a string, e.g. CADEIGFHB) Answer: ______ In the above depth-first search, what edge will it be processing when it discovers that the graph has a cycle? Answer: ______ In the above depth-first search, what vertex would the algorithm be processing when it discovers that the graph is not strongly connected? Answer: ______ How many vertices would there be in the DFS spanning tree/forest generated by the DFS above? Answer: ______ How many edges in that DFS spanning tree/forest? Answer: ______ **Graph Explanation:** - The graph consists of vertices labeled from A to I. - The edges connect the following pairs of vertices: - A-C, A-D - B-D, B-E - C-F, C-H - D-E, D-F, D-G - E-B - F-C, F-G - G-D, G-F, G-I - H-C - I-H
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