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Danilo
Posted: Tue Mar 20, 2007 2:06 pm
Guest
Does someone here know how to calculate these limits?
1)lim(n->inf) sum(n=1, inf)(-1)^n/n
2) Suppose 0<=a_1<=a_2<=....<=a_k
lim(n->inf)(a_1^n+a_2^n+....+a_n^k)^1/n
[]'s
D.
Peter L. Montgomery
Posted: Tue Mar 20, 2007 8:07 pm
Guest
In article <27803879.1174435642550.JavaMail.jakarta@nitrogen.mathforum.org> Danilo <danilorj@gmail.com> writes:
Quote:
Does someone here know how to calculate these limits?
1)lim(n->inf) sum(n=1, inf)(-1)^n/n
2) Suppose 0<=a_1<=a_2<=....<=a_k
lim(n->inf)(a_1^n+a_2^n+....+a_n^k)^1/n
[]'s
D.

Look back at your calculus book to find which function
has series x + x^2/2 + x^3/3 + x^4/4 + ...



--
44 months after Japan attacked Pearl Harbor, Japan surrendered.
48 months after US attacked Iraq, it's time for the US to surrender.

pmontgom@cwi.nl Microsoft Research and CWI Home: Bellevue, WA
Robert Israel
Posted: Tue Mar 20, 2007 9:34 pm
Guest
Danilo <danilorj@gmail.com> writes:

Quote:
Does someone here know how to calculate these limits?
1)lim(n->inf) sum(n=1, inf)(-1)^n/n
2) Suppose 0<=a_1<=a_2<=....<=a_k
lim(n->inf)(a_1^n+a_2^n+....+a_n^k)^1/n
[]'s
D.

You might at least copy the questions correctly.
--
Robert Israel israel@math.MyUniversitysInitials.ca
Department of Mathematics http://www.math.ubc.ca/~israel
University of British Columbia Vancouver, BC, Canada
Kevin G. Rhoads
Posted: Wed Mar 21, 2007 3:00 pm
Guest
Quote:
Does someone here know how to

Yes, but we suggest you do your own homework.
Danilo
Posted: Thu Mar 22, 2007 1:46 pm
Guest
-log(1-x). and?
 
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