$\frac{1+n^8}{1+n}$
$9h^2+7,3h-12,9h^2+7,4-3,1h^3-5,2$
$15x+10-6x-1$
$\sqrt{6x}.\:\sqrt{7y}$
$\left(\frac{2}{3}a\:+\frac{5}{4}n^2\right)^2$
$\left(67+112\right)+\left(200-185\right)-\left(186-36\right)-24$
$\int e^{-.05t}dt$
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