Answer
Hence, the graph is transversal
Work Step by Step
Firstly, in order to find the even and odd vertices number, count the number of edges attached to each of vertices.
According to the rules of transversability of the graph theory, a graph is transversable if there are two odd vertices.
In the given figure there are two odd vertices that are B and E, because the number of edges attached to these vertices are odd. Further, there are three even vertices that are A, C and D, because the number of edges attached to these vertices are even.
Hence, the graph is\[\text{transversable}\].
