∫(−6x−3)5dx\int\left(-6x-3\right)^5dx∫(−6x−3)5dx
16x2−12x+8116x^2-12x+8116x2−12x+81
−65x=−48\frac{-6}{5}x=-485−6x=−48
6x2+4x+1006x^2+4x+1006x2+4x+100
∫x36+x45dx\int\frac{x^3}{\sqrt[5]{6+x^4}}dx∫56+x4x3dx
2log(x−2)=42\log\left(x-2\right)=42log(x−2)=4
xy′−y=2xy2xy'-y=2xy^2xy′−y=2xy2
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