Describe and analyze a polynomial-time algorithm

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Question: For any integer k, the problem kPartition is defined as follows: • Input: A set S of kn positive integers. • Output: True if the elements of S can be split into n subsets, each with k elements, whose sums are all equal, and False otherwise. For this problem, you may assume that 3Partition is NP-hard. (a) Describe and analyze a polynomial-time algorithm for 2Partition, or prove that it is NP-hard. (b) Describe and analyze a polynomial-time algorithm for 12Partition, or prove that it is NP-hard

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