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State and proof remainder theorem |
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Answer» Answer: Remainder Theorem Proof Theorem FUNCTIONS on an actual CASE that a POLYNOMIAL is comprehensively dividable, at LEAST one time by its factor in order to get a smaller polynomial and 'a' remainder of ZERO. This acts as one of the simplest ways to determine whether the value 'a' is a root of the polynomial P(x). Step-by-step explanation: please mark my Brainliest |
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