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Define the following languages: - SubsetSum ={(V={v1,v2,,vm},S)VV, where vVv=S}. - DisjointSet ={W={w1,w2,,wm}WW, where aWa=b/Wb}. Show that SubsetSum p DisjointSet. [1,5pt] As in our main references,
Define the following languages: - SubsetSum ={(V={v1,v2,,vm},S)VV, where vVv=S}. - DisjointSet ={W={w1,w2,,wm}WW, where aWa=b/Wb}. Show that SubsetSum p DisjointSet. [1,5pt] As in our main references, provide a proof idea: give examples of both languages followed by a demonstration of the polynomial time reduction using your examples. Make sure your proof idea satisfies the requirements of this specific type of reduction
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