Question: We are given as input a set of integers X,..., Xn such that |X| +...+|X| = K. Give a dynamic programming algorithm that outputs

We are given as input a set of integers X,..., Xn such that |X| +...+|X| = K. Give a dynamic programming algorithm that outputs whether it is possible to find 1 coefficients a1, an such that a X + + an Xn = 0. 1 For example, if (X1,..., X5) = (1, 2, 3, 4, 4) the answer is yes, since 1+2 3+4-4 = 0, however, if (X,..., X4)= (2,3,7,3), then the answer is no, since none of the 24 possible 1 combinations adds up to 0. Give a dynamic programming algorithm that solves this problem in time that is polynomial asAct a function of T and n. Go

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