For the questions, first construct a directed graph using the resulting number as foll consider each consecutive two numbers as an edge in the graph - 4-1-1-→ 4 → 9 – 2–8 → 3 →9 → 6→ 8 → 2 – 5-9–→ 9 remove the reflexive edges (having same starting and ending nodes) from the graph - 4- 1-→ 4 - 9 - 2 → 8 – 3 → 9 - 6 →8 – 2 → 5 → 9

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
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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3.
For the questions, first construct a directed graph using the resulting number as follows:
consider each consecutive two numbers as an edge in the graph
1-4-1-1– 4 → 9→ 2→ 8→ 3→9→ 6→ 8→ 2→ 5→9→ 9
remove the reflexive edges (having same starting and ending nodes) from the graph
1-4–1-4–→ 9→ 2→ 8→ 3 → 9 → 6 → 8→ 2 → 5– 9
Note that for the duplicate edges, your consider only one of them for the graph. For the duplicate
1-4-1-4 → …, we used only one of them in the graph.
a) Show the adjacency list of your graph.
b) Apply breadth-first search (BFS) algorithm to your graph using any vertex as the source vertex.
For the answer, just draw the BFS tree that you obtain after the algorithm terminates
c) Apply depth-first search (DFS) algorithm to your graph using any vertex as the source vertex. For
the answer, just draw the DFS tree that you obtain after the algorithm terminates
Transcribed Image Text:3. For the questions, first construct a directed graph using the resulting number as follows: consider each consecutive two numbers as an edge in the graph 1-4-1-1– 4 → 9→ 2→ 8→ 3→9→ 6→ 8→ 2→ 5→9→ 9 remove the reflexive edges (having same starting and ending nodes) from the graph 1-4–1-4–→ 9→ 2→ 8→ 3 → 9 → 6 → 8→ 2 → 5– 9 Note that for the duplicate edges, your consider only one of them for the graph. For the duplicate 1-4-1-4 → …, we used only one of them in the graph. a) Show the adjacency list of your graph. b) Apply breadth-first search (BFS) algorithm to your graph using any vertex as the source vertex. For the answer, just draw the BFS tree that you obtain after the algorithm terminates c) Apply depth-first search (DFS) algorithm to your graph using any vertex as the source vertex. For the answer, just draw the DFS tree that you obtain after the algorithm terminates
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