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simplify the complex fraction (let's see if I can translate the format so it's understandable): (1/y) -3 over (1/y^3) -9 = ??
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\[\frac{\frac{1}{y}-3}{\frac{1}{y^3}-9}\]
like that?
multiply top and bottom by \[y^3\] to get \[\frac{y^2-3y^3}{1-9y^3}\]
\[(-2/y)/8y^3/9\] =9/(4Y^2)
(1/y - 3y/y)/(y^3/y^3 - y^3/9)
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