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Re: [obm-l] limite
- To: obm-l@xxxxxxxxxxxxxx
- Subject: Re: [obm-l] limite
- From: "Jonas Renan Moreira Gomes" <jrenan.obm@xxxxxxxxx>
- Date: Thu, 23 Aug 2007 15:58:16 -0300
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- Reply-To: obm-l@xxxxxxxxxxxxxx
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Sobre esse problema..
Al�m da prova utilizando a regra de L'hopital, qual seria o delta que
dever�amos escolher para satisfazer a defini��o formal de limite
(delta - epsilon)? |X|< delta -> |X^X -1 | < epsilon
(Minha d�vida aqui � que n�o consigo representar delta em fun��o
apenas de epsilon, fico sempre com algo do tipo delta^delta = epsilon)
J. Renan
Em 22/08/07, Angelo Schranko<quinternion@yahoo.com.br> escreveu:
> Nota��o : lim f(x) � "limite de f(x) quando x->0"
>
> y = lim x^x
> ln y = ln lim x^x = lim ln x^x = lim x ln x = lim ( ln x ) / ( 1 / x ) = 0
> logo, y = 1
>
> [ ]�s
> Angelo
>
>
> Marcus <marcusaurelio80@globo.com> escreveu:
>
>
> Algum sabe como resolver esse limite..
>
> lim de x tendendo a zero de x^x
>
> Marcus Aur�lio
>
>
>
> Flickr agora em portugu�s. Voc� clica, todo mundo v�. Saiba mais.
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