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![]() Consider the following graph:Which one of the following cannot be the sequence of edges added, in that order, to a minimum spanning tree using Kruskal's algorithm?<image 1> (A) (a-b),(d-f),(b-f),(d-c),(d-e) (B) (a-b),(d-f),(d-c),(b-f),(d-e) (C) (d-f),(a-b),(d-c),(b-f),(d-e) (D) (d-f),(a-b),(b-f),(d-e),(d-c) Answer with the option's letter from the given choices directly. No punctuation. | (B) Expected Answer: D Difficulty: Hard Subfield: Data Structure and Algorithm Explanation: The edge (d-e) cannot be considered before (d-c) in Kruskal's minimum spanning tree algorithm because Kruskal's algorithm picks the edge with minimum weight from the current set of edges at each step. |
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