Let have degree n. Suppose that for some k (0 n ; p a k ;

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Let 


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have degree n. Suppose that for some k (0 n ; p ł ak; p| ai for all O ≤ i ≤ k - 1; and p2 ł a0• Show that ∫ has a factor g of degree at least k that is irreducible in Z[x]. 

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