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Mathematics
Mathematics
Problem
Evaluate the integral
I
=
∫
x
3
ln
x
d
x
\displaystyle I=\int x^{3}\,\ln x\,dx
I
=
∫
x
3
ln
x
d
x
and express your answer entirely as a polynomial in
x
x
x
multiplied by
ln
x
\ln x
ln
x
plus a polynomial in
x
x
x
, adding the constant of integration.
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