Question

Divide The Polynomial xcube-pxsq+6x-p by (x-p)

Answer 1

Heye

your answer ⏬

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$the \: requred \: remain \: is \: 5p \\ we \: are \: given \: the \: find \: the \\ remainder \: when \: the \\ following \: polynomial \: is \\ dvided \: by \: (x - p) \: \\ f(x) = {x}^{3} - p {x}^{2} + 6x - p \\ remainder \: theoream \\ = when \: a \: polynomial \: p(x) \\ is \: divided \: by \: the \: factor \: \\ (x - a) \: then \: the \: remainder \\ is \: given \: by \: the \: p(a) \: \: so \: when \: \\ \: f(x) \: is \: the \: divided \: by \ \: \\ (x - p) \: the \: remainder \: will \\ be \: f(p) \: \\ \\ therefor \: the \: requried \: \\ remaning \: is \: given \: by \:$

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mark me brainliest........