Re: how to solve this limit?
- From: "Larry Hammick" <larryhammick@xxxxxxxxx>
- Date: 28 May 2006 02:12:25 -0700
Jean-Marc Gulliet wrote:
Mystera wrote:
lim ( (1+x)^(1/m) - 1 - x/m ) / x^2, x-->0.
thanks.
I just put 1/m = n, so we want the limit at 0 of
((1+x)^n - 1 - nx ) / x^2
which seems to be n-choose-2 or
n(n-1) / 2 = (m-1) / (2 m^2).
I suppose this manoeuvre can be justified :)
LH
.
- Follow-Ups:
- Re: how to solve this limit?
- From: David C . Ullrich
- Re: how to solve this limit?
- From: Mystera
- Re: how to solve this limit?
- From: Mystera
- Re: how to solve this limit?
- From: Ignacio Larrosa Caņestro
- Re: how to solve this limit?
- References:
- how to solve this limit?
- From: Mystera
- Re: how to solve this limit?
- From: Jean-Marc Gulliet
- how to solve this limit?
- Prev by Date: Conflicting Optimizers
- Next by Date: algebraic field-extension C:L and i in L possible?
- Previous by thread: Re: how to solve this limit?
- Next by thread: Re: how to solve this limit?
- Index(es):