x3+x−3x^3+x^{-3}x3+x−3
x+4−3x−2x+12x+4-3x-2x+12x+4−3x−2x+12
5x2+5ay25x^2+5ay^25x2+5ay2
∫7x−4x3−2x2−15xdx\int\frac{7x-4}{x^3-2x^2-15x}dx∫x3−2x2−15x7x−4dx
(x2+xy+y2+2y3x−y)(x−y)\left(x^2+xy+y^2+\frac{2y^3}{x-y}\right)\left(x-y\right)(x2+xy+y2+x−y2y3)(x−y)
∫ x+1xdx\int\:\frac{x+1}{\sqrt{x}}dx∫xx+1dx
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