The remainder obtained on dividing the polynomial px-x4-2-x3-2-x2-6-x-4 by another polynomial x-1 is -

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Standard IX

Mathematics

Remainder Theorem

The remainder...

Question

The remainder obtained on dividing the polynomial $p (x) = {(πx)}^{4} + {2 (πx)}^{3} - {2 (πx)}^{2} + 6 (πx) + 4$ by another polynomial $x + π^{- 1}$ is .

-9

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-5

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Solution

The correct option is B -5

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The remainder obtained on dividing the polynomial p(x)=(πx)4+2(πx)3−2(πx)2+6(πx)+4 by another polynomial x+π−1 is .

The correct option is B -5

The remainder obtained on dividing the polynomial $p (x) = {(πx)}^{4} + {2 (πx)}^{3} - {2 (πx)}^{2} + 6 (πx) + 4$ by another polynomial $x + π^{- 1}$ is .