∫4x3x4+7dx\int\frac{4x^3}{x^4+7}dx∫x4+74x3dx
3m2n⋅mn−2m2n+n33m^2n\cdot mn-2m^2n+n^33m2n⋅mn−2m2n+n3
6x2+526x^2+5^26x2+52
−3(7−5x)-3\left(7-5x\right)−3(7−5x)
3x − 4 > x3x\:-\:4\:>\:x3x−4>x
x−1x2\frac{x^{-1}}{x^2}x2x−1
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