∫x2−x(x−1)2dx\int\frac{x^2-x}{\left(x-1\right)^2}dx∫(x−1)2x2−xdx
y3sin2x=8y^3\sin^2x=8y3sin2x=8
dxdy=9y6−8x−y\frac{dx}{dy}=9y^6-8x-ydydx=9y6−8x−y
6⋅1⋅46\cdot1\cdot46⋅1⋅4
∫11x2e−4x3dx\int11x^2e^{-4x^3}dx∫11x2e−4x3dx
∫16x(x2+16)dx\int\frac{16}{x\left(x^2+16\right)}dx∫x(x2+16)16dx
2x(y−7)=2xy−14x2x\left(y-7\right)=2xy-14x2x(y−7)=2xy−14x
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