$\frac{dy}{dx}\left(\sqrt{\frac{x}{2x+1}}\right)$
$\:2k+2+k+3+2k$
$\log_{17}\left(-5v-6\right)=\log_{17}\left(14\right)$
$.+725x-215+\left(-215\right)=\:$
$\sec^2x\cdot\cos^2x$
$x^{1}\frac{b}{h}+axz+z^{x}\frac{h}{b}$
$\left(8c^2-3\right)^3$
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