Question: Prove that if f (x) is a nonconstant polynomial with integer coefficients, then there is an integer y such that f (y) is composite.
Prove that if f (x) is a nonconstant polynomial with integer coefficients, then there is an integer y such that f (y) is composite.
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We give a proof by contradiction For this proof we need a fact about polynomials namely that a nonco... View full answer
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