On Oct 12, 11:39 pm, Tim Little <t...@little-possums.net> wrote: > On 2009-10-13, M.A.Fajjal <h2...@yahoo.com> wrote: > > > Is there any solution for > > limit(f(x+1/x)/f(x),x=infinity)=2 > > where f(x) is uniformly continous function > > No. Intuitively, there must be a point beyond which the function is > growing too fast. Can you turn that idea into a rigorous proof? > > - Tim
Sorry, I mistakenly took f(x+1/x) as being f((x+1)/x).