00:01
This problem we are given with the curve.
00:03
First let us draw the curve.
00:05
This is the curve.
00:06
Now, in the first problem, we need to write down the adjacent matrix of d.
00:12
Therefore, the adjacent matrix of the graph, that is, adjacent matrix, would be total we have seven vertices.
00:26
Therefore, first write this 1, 2, 3, 4, 5.
00:33
6 and 7 similarly here also 1 2 3 4 5 6 and 7 therefore this value is 0 this value is 1 this is 1 this is 1 this is again 0 here this is 0 now this is 1 this is 1 this is 1 this is 1 this is 0 now this is 1 1 1 1 0 0 0 0 0 0 0 0 0 0 0 zero zero now this is zero zero zero one zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero zero one the last row is 0101 0100.
01:42
Therefore, this is the addition matrix of d.
01:49
This is the first answer.
01:54
The second question is by ignoring the directions on the adjust, we need to draw the resulting graph.
02:09
Therefore, if we ignore the edges, the graph would be looking like this...