求∫x/(1-x)dx
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求∫x/(1-x)dx求∫x/(1-x)dx求∫x/(1-x)dx答:∫x/(1-x)dx=-∫(x-1+1)/(x-1)dx=-∫1+1/(x-1)dx=-x-ln(x-1)+CF下面有数字吧?答:
求∫x/(1-x)dx
求∫x/(1-x)dx
求∫x/(1-x)dx
答:
∫ x /(1-x) dx
=- ∫ (x-1+1) /(x-1) dx
= - ∫ 1+1/(x-1) dx
= - x -ln(x-1)+C
F下面有数字吧?
答:
∫ x /(1-x) dx
=- ∫ (x-1+1) /(x-1) dx
= - ∫ 1+1/(x-1) dx
= - x -ln(x-1)+C
∫x/(1-x)dx=∫-(1-x)/(1-x)-1/(x-1)dx=∫-1-1/(x-1)dx=-x+ln(x-1)+C
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