$6y^2\:-\:3y^3\:+\:6x^2\:+\:2y^3+\:y^3\:-\:3y^2\:+\:3y^2$
$\int sec^6\left(x\right)tan^8\left(x\right)dx$
$87\cdot1$
$9\left(r+2\right)+2\left(r-6\right)$
$\int x\sec^2\left(3x^2-4\right)dx$
$cos\:=-\frac{4}{5}$
$\left(5mn^2-4n\right)^3$
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