$\int\left(\frac{x^2}{1+x}\right)dx$
$x^{2}-xy+3y^{2};\text{para}x=4;y=2$
$8.53\cdot53$
$2-\cos^2x=1+\sin^2x$
$6u^2w^2\left(3u^7w^4+4x^8\right)$
$-2+3-4+6-8-6+7-4+2-9$
$4x^2-2x^3y+6xy^2$
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