
Re: Does this imply that lim x > oo f'(x) = 0?
Posted:
May 23, 2013 11:10 PM


On Thu, 23 May 2013, steinerartur@gmail.com wrote:
> Suppose f:[0, oo) > R is increasing, differentiable and has a finit > limit as x > oo. Then, must we have lim x > oo f'(x) = 0?
Most likely. What would happen if lim(x>oo) f'(x) /= 0? What would happen if the limit was infinite or didn't exist.

