3. (40 points) You are given positive integers (1, ..., In, and positive integers k and B. You want to know whether it i
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3. (40 points) You are given positive integers (1, ..., In, and positive integers k and B. You want to know whether it i
3. (40 points) You are given positive integers (1, ..., In, and positive integers k and B. You want to know whether it is possible to partition the numbers 21, ..., In into k subsets S1, ..., Sk so that the squared sums of the subsets add up to at most B: k 2 Σ(ΣΥ; )' SB. i1 0,ES, Show that this problem is NP-complete.
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