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GATE 2015 · Set-1
AlgorithmsGreedy MethodhardNAT2 marks
The graph shown below has 8 edges with distinct integer edge weights. The minimum spanning tree (MST) is of weight 36 and contains the edges: {(A, C), (B, C), (B, E), (E, F), (D, F)}. The edge weights of only those edges which are in the MST are given in the figure: AC=9, BC=2, BE=15, EF=4, DF=6. The minimum possible sum of weights of all 8 edges of this graph is
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