- #1
Jarvis88
- 14
- 0
I'm trying to understand why the ## \lim_{n \rightarrow \infty}
( \displaystyle \frac {n+1}{n-1} )
## equals the indeterminate form 1∞?
I ask because we have started going over sequences and it was used as an example. I understand how to go from here- taking the ln of both sides and using L'Hopital's rule to get the limit of e2.
( \displaystyle \frac {n+1}{n-1} )
## equals the indeterminate form 1∞?
I ask because we have started going over sequences and it was used as an example. I understand how to go from here- taking the ln of both sides and using L'Hopital's rule to get the limit of e2.