$m^3+m^3$
$\int\:\left(3x^3+2x+5\right)dx$
$\sqrt[4]{2b^3}\cdot\sqrt[4]{5b^7}\cdot\sqrt[4]{7b^6}$
$\lim_{x\to\infty}\left(\frac{4^x+2}{4^x}\right)$
$12x+11-4$
$-16x^2-64x\:+55<=0$
$17-\left|-29\right|-7$
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