$\frac{dy}{dx}x=2x^{-3}e^x-4y$
$f\left(x\right)=-5e^{\left(x^3\sqrt{3x}\right)}$
$sec\:\infty\:+\:tan\:\infty\:=\:\frac{1}{sec\:\infty\:-\:tan\:\infty}$
$-\left(3h-8\right)$
$\left(-9x^2-12x+11\right)^2$
$16abc+8ac-280ad=8a\left(2bc+c-35d\right)$
$7\left(2m^2n-m\right)$
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