$\int\left(\frac{x}{x^2-4x+8}\right)dx$
$\sqrt[5]{2x^4}\cdot\sqrt[2]{y^5}$
$x^2+\left(a+3\right)x^3+2x+a$
$3=15-x$
$x^2+3+x$
$101a+45-100a$
$\csc^2=\frac{\tan^2+1}{\tan^2}$
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