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How can the Fundamental Theorem of Algebra be used to show that any polynomial of odd degree has at least one root?
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How can the Fundamental Theorem of Algebra be used to show that any polynomial of odd degree has at least one root?

User Raz Ronen
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Answer:

I want to prove that every real polynomial of odd degree has at least one real root, using the intermediate value theorem.

Let

User Alex Townsend
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