question archive Show that the set of polynomials with integer coefficients is countable
Show that the set of polynomials with integer coefficients is countable
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Show that the set of polynomials with integer coefficients is countable. Such a polynomial is of the form
a(n) x^n + a(n-1) x^(n-1) + ...+ a(1) x + a(0), where the a's are integers.
