$\lim_{r\to0}\left(\frac{\left(r+1\right)}{k}\right)\ln\left(\frac{d+rc}{\left(r+1\right)c}\right)$
$\left(b+9\right)\cdot\left(b-8\right)$
$x+27+x+27+x$
$z^2-24z=-144$
$3\left(\frac{8}{6}\right)+4^0$
$4m^3\cdot3n^2$
$\frac{\frac{dv}{dx}}{2}-v=x$
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