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9x^2+9x^3-7-13x/3x+4
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3x+4)9x^3+9x^2-13x-7(3x^2-x-1/3 9x^3+12x^2 ----------------------- -3x^2-13x-7 -3x^2-12x --------------------- -x-7 -x-4/3 ------------------------- -17/3
here 3x^2-x-1/3 is the quotient and -17/3 is remainder
\[(3x ^{2}-3x-1/3) -17/(9x+12) \]
\[\frac{9x^2+9x^3-7-13x}{3x+4}=\frac{-9x^3+10x-7}{4}\]
how Craigwillium?
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can u please show the steps...
It's a matter of simplification by moving around exponents. I only did the simplification part.
@craig Oh even i em interested in seeing the proof
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