x4+0x3−13x2+17x+17x+4\frac{x^4+0x^3-13x^2+17x+17}{x+4}x+4x4+0x3−13x2+17x+17
(5m3−49n2)3\left(5m^3-\frac{4}{9}n^2\right)^3(5m3−94n2)3
425⋅∞425\cdot\infty425⋅∞
x−8x4y4y−3\frac{x^{-8}}{x^4y^4y^{-3}}x4y4y−3x−8
x3y−2z2\frac{x^3y^{-2}}{z^2}z2x3y−2
−x−15x+5-\frac{x-15}{x+5}−x+5x−15
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