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Card 5 / 6:
Division Algorithm
given a polynomial dividend f ( x ) and a non-zero polynomial divisor d ( x ) where the degree of d ( x ) is less than or equal to the degree of f ( x ) , there exist unique polynomials q ( x ) and r ( x ) such that f ( x ) = d ( x ) q ( x ) + r ( x ) where q ( x ) is the quotient and r ( x ) is the remainder. The remainder is either equal to zero or has degree strictly less than d ( x ) .
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