Lo.Lee.Ta.
- 217
- 0
1. The original problem is this, but I'm just trying to figure out this one particular step!
∞
Ʃ n!/(nn)
n=1
2. I'm at this step:
lim ln(n/n+1)/(1/n) = lnp
n→∞
BUT THEN my teacher wrote out the next step, and I'm like, "What the heck is that?!"
This is the next step:
lim \frac{\frac{1}{n/(n+1)}*\frac{(n+1)*1-n*1}{(n+1)^{2}}}{-1/n^{2}}
n→∞
Aaaaaagh! What the heck is going on?!
How did he get to this step? O_O
I am stuck wondering how I am supposed to figure out the limit at: lim\frac{ln(n/(n+1)}{1/n}!
=_= HELP PLEASE!
Thank you!
∞
Ʃ n!/(nn)
n=1
2. I'm at this step:
lim ln(n/n+1)/(1/n) = lnp
n→∞
BUT THEN my teacher wrote out the next step, and I'm like, "What the heck is that?!"
This is the next step:
lim \frac{\frac{1}{n/(n+1)}*\frac{(n+1)*1-n*1}{(n+1)^{2}}}{-1/n^{2}}
n→∞
Aaaaaagh! What the heck is going on?!
How did he get to this step? O_O
I am stuck wondering how I am supposed to figure out the limit at: lim\frac{ln(n/(n+1)}{1/n}!
=_= HELP PLEASE!
Thank you!