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    Use Fleury's Algorithm to find possible Euler paths

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    Use Fleury's Algorithm to find possible Euler paths. Question can be found in the attached file.

    A graph having an Euler path must contain exactly two odd vertices. We can apply the Fleury's algorithm as follows:
    1. Pick an odd vertex as a starting point.
    2. Marking your path as you move from vertex to vertex, travel along any edges you wish except, DO NOT travel along an edge that is a bridge for the graph formed by the EDGES THAT HAVE YET TO BE TRAVELED-- unless you have to.
    3. Continue until you return to the other odd vertex.

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    Solution Summary

    An example to find possible Euler paths by Fleury's Algorithm.