state remainder theoram
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The Remainder Theorem Definition states that when a polynomial is p ( a ) is divided by another binomial ( a - x ), then the remainder of the end result that is obtained is p ( x ).
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Remainder Theorem is an approach of Euclidean division of polynomials. It is applied to factorize polynomials of each degree in an elegant manner. For example: if f(a) = a3-12a2-42 is divided by (a-3) then the quotient will be a2-9a-27 and the remainder is -123
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