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Theory of Polynomial Functions (II)

Video Summary:

Complex Zeros and the Fundamental Theorem of Algebra It can be shown that if a + bi is a zero of a polynomial function with real coefficients, then so is its complex conjugate, a – bi. Conjugate Zeros Theorem If P(x) defines a polynomial function having only real coefficients, and if a + bi is a zero of P(x), then the conjugate a – bi is also a zero of P(x).

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