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9 Dec 2022
Let F be a field, a F, and f F[x]. Show that f(a) = f^'(a) = 0 if and only if f = (x - a)^2q for some q F[x]. Here, f^' refers to the derivative of I.
Let F be a field, a F, and f F[x]. Show that f(a) = f^'(a) = 0 if and only if f = (x - a)^2q for some q F[x]. Here, f^' refers to the derivative of I.
mikeLv3
9 Dec 2022
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