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$\lim_{x\to4}\left(\ln\sqrt[3]{5-x}\right)$
$csc^2\left(\theta\:\right)=cot^2\left(\theta\:\right)+1$
$9-4x<21$
$\frac{-21x^8y^2}{-3y^5y^22}$
$\lim_{x\to\infty}n^{.01}$
$5\sqrt[6]{64a^2}-5\sqrt[3]{27a}+6\sqrt[9]{a^3}$
$3a^2-9a$
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