Question: Consider the following algorithm for MST, called RevERSE-DeLETE. Start with the full graph G-(V,E) and begin deleting edges in order of decreasing cost. As we

Consider the following algorithm for MST, called RevERSE-DeLETE. Start with the full graph G-(V,E) and begin deleting edges in order of decreasing cost. As we get to each edge e (starting from the most expensive), we delete it as long as doing so would not actually disconnect the graph we currently have. Prove that REVERSE-DELETE computes the optimal MST
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