Let F be a field. Let f(x), g(x) exist in F[x] be monic polynomials such that f(x)|g(x)
and deg g(x) is less than or equal to deg f(x). Prove that f(x) = g(x).
Let F be a field. Let f(x), g(x) exist in F[x] be monic polynomials such that f(x)|g(x)
and deg g(x) is less than or equal to deg f(x). Prove that f(x) = g(x).