$x^{10}-n^{10}-x-n$
$\frac{d}{dx}e^{2x+y}\:+x^2y$
$=x^3+2-x^3+6$
$2^3+5^3+6^2$
$7-4x>7+7x$
$\left(15-6\right)+3-\left(\left(20-5\cdot2\right)+\left(5+\frac{24}{4}\right)\right)-\left(-3\right)$
$6^{-2}\cdot6^4$
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