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Polynomial Division | Brilliant Math & Science Wiki
WEB6 days ago · Dividing \( f(x)\) by \( x-c\), we obtain \[ f(x)=(x-c)q(x)+r(x),\] where \( r(x)\) is the remainder. Since \( x-c\) has degree 1, it follows that the remainder \( r(x)\) has degree 0, and thus is a constant.
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