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$\int\left(\frac{10x^4+24x^3}{\sqrt{2x^5+6x^4}}\right)dx$

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Other solved exercises

$sec^2\left(70\right)y=\frac{\left(\frac{2000}{\left(\frac{4}{tan70}\right)}\right)}{60}$

$-2x+2x-4x$

$x^2\:+10x+25x$

$2x+5x-6x-15$

$fsctor\left(x\:3\:+x\:2\:+2x\right)$

$-37x-92x+10y+2y$

$\int\left(f^2+5\right)fdf$
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