2. Let G be an undirected weighted graph containing a cycle C. Assuming that every cycle...

 

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2. Let G be an undirected weighted graph containing a cycle C. Assuming that every cycle of G has 0 or at least two edges in common with C, is it true that the minimum-weight edge of C must be part of the MST (minimum spanning tree) of G? 2. Let G be an undirected weighted graph containing a cycle C. Assuming that every cycle of G has 0 or at least two edges in common with C, is it true that the minimum-weight edge of C must be part of the MST (minimum spanning tree) of G?

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Consider the graph 8 A MST 4 18 2 A F B 6 FD 9 5 7 Consider ABEDCA is the cyck of Graph ... View the full answer