$3x^2-3x<\:2x^2+4$
$5-2^2-1^3\cdot3$
$3n+\log\left(n\right)\cdot.3$
$-e^{-\infty}$
$\frac{-\ln\left(-q\cdot x+g\right)}{q}-\frac{-\ln\left(-q\cdot0+g\right)}{q}$
$2x^2+32x$
$\left(1+x^2\right)y'-xy=2x$
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