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4 cards from this section. Quick, good the night before a test.
What is a weighted graph?
Think about what each edge in the graph represents.
What is the purpose of Dijkstra's Algorithm?
Consider what problems it might solve in real life.
What is the main goal of Dijkstra's Algorithm?
Think about what the 'shortest path' means in terms of weights.
True or False: Dijkstra’s Algorithm can find the shortest paths in both weighted and unweighted graphs.
Consider how edge weights affect path calculations.
Given a graph with vertices A, B, C, D, and E with specified edge weights, illustrate step-by-step how Dijkstra's Algorithm would find the shortest path from A to all other nodes.
Use the burn analogy to visualize the process.
Analyze a real-world logistics problem where Dijkstra's Algorithm could be applied. Describe the graph, the vertices, and edge weights, then compute the shortest path from the main warehouse to various retail stores.
Consider practical constraints like delivery times or traffic conditions.
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