Questionfind $\int \frac{\ln (x+1)^{2}}{2 x+2} d x$

Studdy Solution
Back-substitute $u = \ln(x+1)$ into the integrated expression:
$\frac{(\ln(x+1))^2}{2} + C$
The solution to the integral is:
$\boxed{\frac{(\ln(x+1))^2}{2} + C}$