. Consider a problem 7 defined as; T: Given a set of n positive integers A {a1, a2, ·., an}, is there a partition of A = A1 UA2 such that | Σ.ΕA a-ΣEA, a <27 Prove that problem a is NP-complete.

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4. Consider a problem 7 defined as;
T: Given a set of n positive integers A = {a1, a2, ·. ,an}, is there a partition of A = A1 U A2
Sueh that | ΣEA, a - Σ.Ελ. a| < 27
Prove that problem 7 is NP-complete.
Transcribed Image Text:4. Consider a problem 7 defined as; T: Given a set of n positive integers A = {a1, a2, ·. ,an}, is there a partition of A = A1 U A2 Sueh that | ΣEA, a - Σ.Ελ. a| < 27 Prove that problem 7 is NP-complete.
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