$-13-4\:48+2-10$
$\frac{dy}{dx}=e^{4u+7t}$
$\frac{4^{8x+6}.16^{2x}}{64^{3x}}=1\:$
$y'=ln\left(3t\right)y$
$y'=5cos\left(t\right)-4y$
$5z^2+30z+225$
$195.36-1628\:$
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