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Spanning Trees


What are the 3rd and 5th edges that Kruskal's algorithm includes for the graph above?

If we knew that all our input graphs have edges in the range \(1\) to \(K\)(Where \(K\) is a constant). If we use the most appropriate sorting algorithm, what is the most descriptive complexity of the overall run-time?

How many spanning trees does the following graph have?


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