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The Remainder Theorem - Purplemath
So we get a quotient of q(x) = x2 + 4x + 9 on top, with a remainder of r(x) = 30. ... . the Remainder Theorem, this means that my remainder, when dividing by x = 2, ... |
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as far as i tried to find the remainder, i tried long division method but it was getting more and more complicated, then i used systematic method ... |
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I have never been great with polynomials. Here's my problem. Find the remainder of $f(x)=x^{100}-2x^{51}+1$ when $f$ is divided by $x^2-1$. |
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