9−81y29-81y^29−81y2
∫5x−1x2−2x−3dx\int\frac{5x-1}{x^2-2x-3}dx∫x2−2x−35x−1dx
10x+y=5x10^{x+y}=5x10x+y=5x
y′=(2x−1)yy'=\left(2x-1\right)yy′=(2x−1)y
∫6x5+7x−45−x−1(6x5+7x−45−x−1)dx\int6x^5+\frac{7x^{-4}}{5}-x^{-1}\left(6x^5+\frac{7x^{-4}}{5}-x^{-1}\right)dx∫6x5+57x−4−x−1(6x5+57x−4−x−1)dx
625x12−81y85−2y2625x^{12}-81y^85-2y^2625x12−81y85−2y2
cos(y5−y3)\cos\left(y^5-y^3\right)cos(y5−y3)
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