integrate: x^3/(x-1)(x-2)
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∫x3x+1dx∫x3x+1dx
=∫x3+1−1x+1dx=∫x3+1−1x+1dx
=∫x3+1x+1dx−∫1x+1dx=∫x3+1x+1dx−∫1x+1dx
=∫(x2+1−x)dx−∫1x+1dx=∫(x2+1−x)dx−∫1x+1dx
=x33+x−x22+ln(x+1)+C
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