Let F be a field and f(x) F[x]. Show that, as far as
Chapter 17, Problem 6E(choose chapter or problem)
Let F be a field and \(f(x) \in F[x]\). Show that, as far as deciding upon the irreducibility of f(x) over F is concerned, we may assume that f(x) is monic. (This assumption is useful when one uses a computer to check for irreducibility.)
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