Dive into a comprehensive 1-hour 17-minute video course on graph theory for beginners. Explore fundamental concepts including graph vocabulary, street network and bridge graphs, Dijkstra's algorithm, Euler paths and circuits, Fleury's algorithm, Eulerization, Hamiltonian circuits, and the Traveling Salesman Problem. Learn various problem-solving techniques such as Nearest Neighbor, Sorted Edges, and Kruskal's algorithm through practical examples and table-based exercises. Based on the open textbook "Math in Society," this course provides a solid foundation in discrete mathematics and its applications in network analysis and optimization problems.