$y\cdot y^7$
$27a^3b^2-9a^2b$
$2+25+-5$
$25x^3\:+\:15x^4y\:entre\:5x$
$-x+2-y+4x-4+7y$
$\frac{x^5+16}{x-4}$
$log3\left(x\:+\:7\right)\:+\:log3\left(x\:+\:5\right)\:=\:1$
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