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For the adjacency matrix of a directed graph given below, determine the out-degree and in-degree of all the vertices. a b c d a 0 4 0 3 b 4 3 0 5 cl1 2 3 d 3 4 16 Out-degree of vertex a is = In-degree of vertex a is = Out-degree of vertex b is = In-degree of vertex b is = Out-degree of vertex c is = In-degree of vertex c is = Out-degree of vertex d is = In-degree of vertex d is = The number of paths of length 4 from a to a is =

For the adjacency matrix of a directed graph given below, determine the out-degree and in-degree of all the vertices. a b c d a 0 4 0 3 b 4 3 0 5 cl1 2 3 d 3 4 16 Out-degree of vertex a is = In-degree of vertex a is = Out-degree of vertex b is = In-degree of vertex b is = Out-degree of vertex c is = In-degree of vertex c is = Out-degree of vertex d is = In-degree of vertex d is = The number of paths of length 4 from a to a is =

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Question 1 For the adjacency matrix of a directed graph given below, determine the out-degree and in-degree of all the Not yet vertices. answered a b c d Marked out of 20.00 a 0 4 0 3 P Flag b 4 3 0 5 question c1 1 2 3 d 3 4 16 Out-degree of vertex a is = In-degree of vertex a is = Out-degree of vertex b is = In-degree of vertex b is = Out-degree of vertex c is = In-degree of vertex c is = Out-degree of vertex d is = In-degree of vertex d is = The number of paths of length 4 from a to a is =
Transcribed Image Text:Question 1 For the adjacency matrix of a directed graph given below, determine the out-degree and in-degree of all the Not yet vertices. answered a b c d Marked out of 20.00 a 0 4 0 3 P Flag b 4 3 0 5 question c1 1 2 3 d 3 4 16 Out-degree of vertex a is = In-degree of vertex a is = Out-degree of vertex b is = In-degree of vertex b is = Out-degree of vertex c is = In-degree of vertex c is = Out-degree of vertex d is = In-degree of vertex d is = The number of paths of length 4 from a to a is =
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