$\int_0^a\frac{\:x^2}{\sqrt{x+a}}dx$
$|27\:-\:8|$
$\frac{a^3-8}{a^2+2a+4}$
$\lim_{x\to-5}\left(10x^2+50x^2+2x-24\right)$
$-4x^{2}y\text{de}\frac{3}{3}x^{2}y$
$4y+x=4$
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