Daniel Warner
07/15/2023 · Elementary School

(a) If \( a \) is a zero of the polynomial \( P(x) \), then \( \square \) must be a factor of \( P(x) \)

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If \( a \) is a zero of the polynomial \( P(x) \), then \( (x - a) \) must be a factor of \( P(x) \). This is a consequence of the Factor Theorem, which states that for any polynomial \( P(x) \), if \( P(a) = 0 \), then \( (x - a) \) divides \( P(x) \).

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If \( a \) is a zero of \( P(x) \), then \( (x - a) \) is a factor of \( P(x) \).
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