2. Consider the graph given above for this question. SHOW ALL WORK. What is the adjacency matrix? How many walks of length 2 begin and terminate at the second node? How many walks of length 2 start at node 2 and end at node 1. If possible, list the paths. (Hint: To compute this quickly, break up the matrix!)

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Chapter2: Second-order Linear Odes
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2. Consider the graph given above for this question. SHOW ALL WORK.
What is the adjacency matrix?
How many walks of length 2 begin and terminate at the second node? How many walks of
length 2 start at node 2 and end at node 1. If possible, list the paths. (Hint: To compute
this quickly, break up the matrix!)
The graph is disconnected. Comment on how this reflects itself in the adjacency matrix.
Transcribed Image Text:2. Consider the graph given above for this question. SHOW ALL WORK. What is the adjacency matrix? How many walks of length 2 begin and terminate at the second node? How many walks of length 2 start at node 2 and end at node 1. If possible, list the paths. (Hint: To compute this quickly, break up the matrix!) The graph is disconnected. Comment on how this reflects itself in the adjacency matrix.
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