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Use Kruskal's algorithm to find a minimal spanning tree for this graph. Draw the resulting tree and give its total weight. A 1 10 a C 5 D 10 7 2 F E G

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• The Minimum Spanning Tree is built progressively by adding to it an edge (in the above order) as long as no cycle is introduced (practically the forest which ends as a tree is built by compressing different connected components until all vertices are in the tree);
• The algorithm ends when |V|-1 = 7-1=6 edges are part of the MST....

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