∫(−7x4+5x3−8x4)dx\int\left(\frac{-7x^4+5x^3-8}{x^4}\right)dx∫(x4−7x4+5x3−8)dx
f(x)=6x2+3xf\left(x\right)=6x^2+3xf(x)=6x2+3x
−x4−x2+7x3+x2+4x+4\frac{-x^4-x^2+7}{x^3+x^2+4x+4}x3+x2+4x+4−x4−x2+7
∫5x225−x2dx\int\frac{5}{x^2\sqrt{25-x^2}}dx∫x225−x25dx
(2sin(8x2)cos(6x2))(−2sin(8x2)sin(6x2))\frac{\left(2sin\left(\frac{8x}{2}\right)cos\left(\frac{6x}{2}\right)\right)}{\left(-2sin\left(\frac{8x}{2}\right)sin\left(\frac{6x}{2}\right)\right)}(−2sin(28x)sin(26x))(2sin(28x)cos(26x))
lnx+lny=πlnx+lny=\pilnx+lny=π
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