- #1
rocapp
- 95
- 0
Hi all,
This is a case of a book answer going against Wolfram's and my answer.
The problem is ∫∞e(ln(x)/x)dx
The book claims the answer is ∞.
I would think it is a case of ∞/∞ and use L'Hospital's Rule. Wolfram has the same solution.
*= lima->∞(1/x)/1
= 0
Which would be correct?
This is a case of a book answer going against Wolfram's and my answer.
The problem is ∫∞e(ln(x)/x)dx
The book claims the answer is ∞.
I would think it is a case of ∞/∞ and use L'Hospital's Rule. Wolfram has the same solution.
*= lima->∞(1/x)/1
= 0
Which would be correct?