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The degree of a vertex is defined to be the edges connected to the vertex. For a directed graph, the in-degree is the number of edges ; into the vertex, and the out- degree is the number of edges leaving the vertex. For example, for the graph given below, the in-degree for vertex a is 0 (zero) and the out-degree for a is 3. However, the in-degree for vertex b is 1 and the out-degree for b is also 1. You are given a graph defined in the form [[0, [1]], [1, [3, 4]], [2, [3]], [3, [2]], [4, []]]. That is the graph vertices are always given as zero based consecutive integers. In our example, we has five vertices named 0 - 4. Write a program to generate a list of lists that shows for each vertex's in-degree and out-degree. For the graph given, the output should be [[0, 1), [1, 2), [1, 1], [2, 1), [1, O]].

The degree of a vertex is defined to be the edges connected to the vertex. For a directed graph, the in-degree is the number of edges ; into the vertex, and the out- degree is the number of edges leaving the vertex. For example, for the graph given below, the in-degree for vertex a is 0 (zero) and the out-degree for a is 3. However, the in-degree for vertex b is 1 and the out-degree for b is also 1. You are given a graph defined in the form [[0, [1]], [1, [3, 4]], [2, [3]], [3, [2]], [4, []]]. That is the graph vertices are always given as zero based consecutive integers. In our example, we has five vertices named 0 - 4. Write a program to generate a list of lists that shows for each vertex's in-degree and out-degree. For the graph given, the output should be [[0, 1), [1, 2), [1, 1], [2, 1), [1, O]].

Computer Networking: A Top-Down Approach (7th Edition)
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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Question 2 The degree of a vertex is defined to be the edges connected to the vertex. For a directed graph, the in-degree is the number of edges go into the vertex, and the out- degree is the number of edges leaving the vertex. For example, for the graph given below, the in-degree for vertex a is 0 (zero) and the out-degree for a is 3. However, the in-degree for vertex b is 1 and the out-degree for b is also 1. (b You are given a graph defined in the form [[0, [1]], [1, [3, 4]], [2, [3]], [3, [2]], [4, [(]]. That is the graph vertices are always given as zero based consecutive integers. In our example, we has five vertices named 0 ~ 4. Write a program to generate a list of lists that shows for each vertex's in-degree and out-degree. For the graph given, the output should be [[0, 1), [1, 2], [1, 1], [2, 1], [1, O]].
Transcribed Image Text:Question 2 The degree of a vertex is defined to be the edges connected to the vertex. For a directed graph, the in-degree is the number of edges go into the vertex, and the out- degree is the number of edges leaving the vertex. For example, for the graph given below, the in-degree for vertex a is 0 (zero) and the out-degree for a is 3. However, the in-degree for vertex b is 1 and the out-degree for b is also 1. (b You are given a graph defined in the form [[0, [1]], [1, [3, 4]], [2, [3]], [3, [2]], [4, [(]]. That is the graph vertices are always given as zero based consecutive integers. In our example, we has five vertices named 0 ~ 4. Write a program to generate a list of lists that shows for each vertex's in-degree and out-degree. For the graph given, the output should be [[0, 1), [1, 2], [1, 1], [2, 1], [1, O]].
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