Question: 1 . Does the adjacency matrix represent a simple graph? Yes No unanswered 2 . Can the adjacency matrix potentially represent an undirected graph? Yes

1 .

Does the adjacency matrix represent a simple graph?

Yes

unanswered

2 .

Can the adjacency matrix potentially represent an undirected graph?

Yes

unanswered

3 .

Is the graph connected?

Yes

unanswered

4 .

What is the minimum such that contains no entry equal to

?

If such an does not exist, then enter

.

unanswered

5 .

How many connected components does the graph have?

unanswered

6 .

What is the maximum degree of a node in the graph?

unanswered

7 .

How many walks of length

5

are there from node

0 (

represented by first row

/

column

)

to itself?

unanswered

8 .

Is the following statement True or False?

For an undirected graph, that is not weighted or a multigraph, the diagonal entries of are equal to the degree of the nodes."

True

False

unanswered

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