View Single Post
  #1  
Old December 6th, 2007, 08:53 PM
polymerase's Avatar
polymerase polymerase is offline
Senior Member
 
Join Date: May 2007
Location: Sydney
Posts: 263
Country:
Thanks: 46
Thanked 35 Times in 35 Posts
polymerase is on a distinguished road
Default ln function...finding value of f'(x)

If f(x)=ln(ln\:x), find the value of f'(\frac{1}{e})

Choices:

a)-\frac{1}{e}
b)undefined
c)\frac{1}{e}
d)2e
e)\sqrt{e}

alright, heres where im at right now:

1)It could be undefined because \frac{1}{e} is not in the domain of f(x)?
2)the answer is -e and my prof made a mistake(seems unlikely since he's been doing this for 20 years)?
3)my friend says its \frac{1}{e}?

Can anyone confirm which is correct with justification?

Thanks!
Reply With Quote