Kruskal's minimum spanning tree algorithm is executed on the following graph. Select all edges from edgeList that belong to the minimum spanning tree. edgeList resultList BC BD BE CE CF EF DG EH GH
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It works by iteratively adding edges with the smallest weights, ensuring no cycles are formed. Show more…
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Find the minimum spanning tree for the graph: Where a = 55, b = 35, c = 3, d = 21, e = 50, f = 20, g = 40, h = 40, n = 70, k = 8, l = 35. The sum of the numbers associated with the edges of the minimum spanning tree is 196 The sum of the numbers associated with the edges of the minimum spanning tree is 136 The sum of the numbers associated with the edges of the minimum spanning tree is 127 The sum of the numbers associated with the edges of the minimum spanning tree is 202 The sum of the numbers associated with the edges of the minimum spanning tree is 133
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