For each of the graph in 19-21, determine whether there is an Euler trial from u to w. If there is, find such a trail.
For the graph, determine whether there is an Euler path rom u to w. If there is, find such a path.
The graph is connected degrees of u and w are odd and the degrees of other vertices are even that is why the graph has an Euler path.
The graph has an Euler path, which is given by
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