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Undergrad Do A/<b(x)> and A/<c(x)> have the same number of elements?
Let A be the integers modulo 7. b(x)= x^3 -2 and c(x) = x^3 + 2 are polynomials in A[x]. How can you show that A/<b(x)> and A/<c(x)> have the same number of elements? In this practice problem I already showed that A/<b(x)> and A/<c(x)> are fields by showing that <b(x)> and <c(x)> are maximal...- bigreddog
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- Polynomial Rings
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- Forum: Linear and Abstract Algebra