Re: Pattern between cubes
- From: jiahao_anti-addictgamer@xxxxxxxxxxx
- Date: 17 Mar 2007 23:31:54 -0700
On Mar 18, 1:26 pm, "Divij Rao" <divij_urdb...@xxxxxxxxxxx> wrote:
On Mar 18, 12:36 am, Gottfried Helms <h...@xxxxxxxxxxxxx> wrote:
Am 17.03.2007 17:27 schrieb Divij Rao:> the ans is: [n(n+1)/2]^2
hope its correct if u want its proof, its quite lengthy, but if u
desire, let me know, i will type it/post it.
Well, now the next degree... :-)
sum of fourth powers...
and then, seach a pattern to generalize -you'll
possibly will have as much fun as Hans Faulhaber and
Jacob Bernoulli ...
sum of fourth power is?
Gottfried Helms
is it correct?
Yes and I have doubts on whether you generalize the formula using the
pattern , Rao .
I am working one a formula that can find the sums of all powers , just
by using variables .
.
- Follow-Ups:
- Re: Pattern between cubes
- From: Divij Rao
- Re: Pattern between cubes
- References:
- Re: Pattern between cubes
- From: Divij Rao
- Re: Pattern between cubes
- From: Michael Orion
- Re: Pattern between cubes
- From: Gottfried Helms
- Re: Pattern between cubes
- From: Divij Rao
- Re: Pattern between cubes
- From: Gottfried Helms
- Re: Pattern between cubes
- From: Divij Rao
- Re: Pattern between cubes
- Prev by Date: Re: Comprehensive Solutions Manual for College Textbooks
- Next by Date: Re: A slightly hard problem
- Previous by thread: Re: Pattern between cubes
- Next by thread: Re: Pattern between cubes
- Index(es):
Loading