- #1
CDrappi
- 15
- 0
(this is not homework)
Suppose I wanted to solve:
[tex]\int log(x) log(x+1) dx[/tex] from 0 to 1.
I would turn ln(x+1) into a series, namely, –∑(-1)^n * x^n / n
Any ideas? Besides substituting, pulling out the n's, and using intgration by parts?
Suppose I wanted to solve:
[tex]\int log(x) log(x+1) dx[/tex] from 0 to 1.
I would turn ln(x+1) into a series, namely, –∑(-1)^n * x^n / n
Any ideas? Besides substituting, pulling out the n's, and using intgration by parts?