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4 cards from this section. Quick, good the night before a test.
What is a minimum cost spanning tree?
Think about the total weights of connecting all nodes.
What does Kruskal's algorithm start with?
Consider the importance of edge weights in the algorithm.
What is the first step in Kruskal's algorithm?
Remember the order of operations in Kruskal's algorithm.
True or False: Kruskal's algorithm can result in cycles in the spanning tree.
Think about how the algorithm maintains tree properties.
Given a weighted graph with the following edges and weights: { (A, B, 1), (B, C, 2), (A, C, 3), (C, D, 4) }, apply Kruskal's algorithm to determine the minimum spanning tree and calculate its total weight.
Start by sorting edges based on their weights.
Consider a graph where there are 6 vertices and 7 edges. If you apply Kruskal's algorithm, what is the maximum number of edges you can add to the spanning tree without creating a cycle?
Recall the property of trees regarding edges and vertices.
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