$\int\left(\frac{x}{\sqrt[2]{x^2-5}}\right)dx$
$\frac{d}{dx}\sin\left(xy\right)=x^2-y$
$-10\left(8a+2\right)-2a$
$\left(-4+1\right)^2.\left(3-6\right)^3.\left(-1-2\right)$
$4w^2-w^2+-w^2+-w^2+-7w^2$
$-6x^{-3}$
$2c^4\left(2\left(-4c^3-9c\right)+4c\right)$
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