$\int_{-2}^12xdx$
$\int e^x^2-2x\left(x-1\right)dx$
$8a\:2\:b\:+\:5a\:2\:b\:+\:2a\:2\:b$
$cscx-sinx=cos^2x\left(cscx\right)$
$-\frac{18a^8b^4}{42a^5b^7}$
$4\sec\theta-5=\sec^{2}\theta-1$
$\sqrt{ax^2}$
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