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Proof of Polynomial Countability
Homework Statement Let P(n) be the set of all polynomial of degree n with integer coefficients. Prove that P(n) is countable, then show that all polynomials with integer coefficients is a countable set. 2. The attempt at a solution For this problem the book gives me a hint that using...- Shaikhob
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- Countability Polynomial Proof
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- Forum: Calculus and Beyond Homework Help