Integral leading to the ln of a cubic quantity: ![]()
This appears to be of the form leading to a logarithmic result: ![]()
Let
,
,
or the combination we need to replace becomes
.
Substituting these results, we get
.
Using the Scalar Multiple rule for integration, we get
.
Using the rule for integration involving the natural log, we get
.
Now we substitute for u to get a result in terms of x:
.