1,2126,261003
From: Claudio Buffara [EMAIL PROTECTED]
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Subject: Re: [obm-l] SOMA(n=1) (1/n)*((2+sen(n))/3)^n
Date: Fri, 24 Oct 2003 13:45:18 -0200
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Duda e ao Claudio
Paulo Santa Rita
6,1040,241003
From: Claudio Buffara [EMAIL PROTECTED]
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Subject: Re: [obm-l] SOMA(n=1) (1/n)*((2+sen(n))/3)^n
Date: Thu, 23 Oct 2003 20:02:02 -0200
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Subject: Re: [obm-l] SOMA(n=1) (1/n)*((2+sen(n))/3)^n
Date: Thu, 23 Oct 2003 20:02:02 -0200
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Oi Duda, Claudio e demais
colegas desta lista ... OBM-L,
Quando o Duda colocou a questao, a nossa lista estava sendo agredida por
maluco qualquer e pensei que ele, corretamente, desejando reafirmar a
inegavel qualidade de nossas discussoes e colocar o maluco onde deveria
ficar, isto e, no
S = somatorio(1 ate +INF) de i^[ - r(i) ] , r( i ) 1, converge ? Para
mim,
e evidente que sim.
Oi, Paulo:
Infelizmente isso não é verdade.
Por exemplo, para cada n = 3, tome r(n) = 1 + ln(ln(n))/ln(n) 1.
Isso resulta em n^r(n) = n*ln(n) ==
SOMA(n=3) n^(-r(n)) = SOMA(n =3) 1/(n*ln(n)), que
abraco a todos
Paulo Santa Rita
5,1609,231003
From: Cláudio \(Prática\) [EMAIL PROTECTED]
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Subject: Re: [obm-l] SOMA(n=1) (1/n)*((2+sen(n))/3)^n
Date: Thu, 23 Oct 2003 15:29:02 -0200
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mensagem. E necessario desenvolver mais
este ponto ...
Um abraco a todos
Paulo Santa Rita
5,1609,231003
From: Cláudio \(Prática\) [EMAIL PROTECTED]
Reply-To: [EMAIL PROTECTED]
To: [EMAIL PROTECTED]
Subject: Re: [obm-l] SOMA(n=1) (1/n)*((2+sen(n))/3)^n
Date: Thu, 23 Oct 2003 15:29:02
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