Problem 3. Eulerian Path Q3. An Eulerian path is a result of a graph traversal from one node to another that includes all edges in the graph (nodes can be visited multiple times). Answer the following questions about the graphs. If you cannot see the picture, please use the pdf file EulerianGraphs.pdf posted under Files/Final Graph 1. Graph 2. A Graph 3. [Select] How many graphs do not have an Eulerian path? [Select] D F Does the second graph have an Eulerian path? [Select] G Does the first graph have an Eulerian cycle? A cycle is a path where the end node coincides with the start node. [Select] Is the path (A, B, C, D, E, F, G) in the second graph an Eulerian path?

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