Kruskal's algorithm stops when the minimum spanning tree has 9 edges. How many nodes were there in the original graph? O 11 O 9 O 7 O 10 The cost of the edges are first sorted to find the Minimum...

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Extracted text: Kruskal's algorithm stops when the minimum spanning tree has 9 edges. How many nodes were there in the original graph? O 11 O 9 O 7 O 10 The cost of the edges are first sorted to find the Minimum Spanning Tree in Next page Windows bu f2 f3 f4 O f5 fó CD f8 19 @ %23 2$ & 4 5 6. R Y ! 4 U of Di F 1 GY K Хо C { V B Y NT E :0 回2 11 43 )

Jun 07, 2022

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Kruskal's algorithm stops when the minimum spanning tree has 9 edges. How many nodes were there in the original graph? O 11 O 9 O 7 O 10 The cost of the edges are first sorted to find the Minimum...

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