$\int_7^{tan\left(x\right)}\left(\sqrt{6t+\sqrt{t}}\right)dt$
$\left(5a^5-8b\right)\left(5a^5+8b\right)$
$\int\frac{x}{x^3+x^2+x+1}dx$
$\:1000x^3y^3z^3+125x^6y^6z^6$
$4^2-49$
$q+12-2\left(q-22\right)>0$
$4\cdot\left|\left(2+9\right)+\left(7-4\right)\right|+6$
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