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Graph Theory Mastery Quiz

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1. What is the degree of a vertex in a graph?

2. In a complete graph with 5 vertices, how many edges are there?

3. What is the Handshaking Lemma?

4. Which theorem establishes a necessary and sufficient condition for a graph to be Eulerian?

5. What is the main difference between Euler paths and Hamiltonian paths?

6. Which property must a graph have to be considered bipartite?

7. What does it mean for a graph to be 'connected'?

8. What is the significance of Planar Graphs in Graph Theory?

9. In the context of Graph Theory, what is a 'tree'?

10. What theorem helps determine if a graph is Hamiltonian?