13. Write an algorithm for finding a circuit in a graph where all vertices of G have even degree. Explain why it works.
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17. If the graph does not have an Euler path or an Euler circuit, then explain what you should do to create one. Otherwise, state "See above." 18. (5 POINTS) Consider a complete graph with seven vertices. What will the degree be for each vertex? Explain your reasoning. 19. (5 POINTS) Why is it true that every edge is a bridge for any tree? Explain with complete sentences or by using an example.
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