13. Let G be a graph with the following vertex set V and edge set E: V = {v, v2, v'3, v}, E = {{n, v4}, {v2, v3}, {v2, a}, {v3, va}}. (a) Draw G and find its adjacency matrix A. (b) Compute A. Here, A is the adjacency matrix you found in part (a). What is the meaning of the number you see in the second row and the second column of A?? Does it agree with your drawing of G?

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Question 13 Plz provide handwritten handwritten solution asap
14
13.
Let G be a graph with the following vertex set V and edge set E:
V = {v, 2, '3, va},
E = {{vr, va}, {v2, va}, {v2, v4}, {V3, Va}}.
(a) Draw G and find its adjacency matrix A.
(b) Compute A. Here, A is the adjacency matrix you found in part (a).
What is the meaning of the number you see in the second row and the second column of A??
Does it agree with your drawing of G?
Transcribed Image Text:14 13. Let G be a graph with the following vertex set V and edge set E: V = {v, 2, '3, va}, E = {{vr, va}, {v2, va}, {v2, v4}, {V3, Va}}. (a) Draw G and find its adjacency matrix A. (b) Compute A. Here, A is the adjacency matrix you found in part (a). What is the meaning of the number you see in the second row and the second column of A?? Does it agree with your drawing of G?
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