Re: factoring higher degree questions


BemusedbyQM wrote:
> "russiandon" <donalexpop@xxxxxxxxxxx> wrote in message
> news:1129759263.113215.132630@xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
> > AND PLEASE EXPLAIN
>
> can you be more specific? if you're talking about polynomials, then one way
> is to find the roots of it by finding the eigenvalues of its associated
> companion matrix, the factored polynomial is then as usual given by the
> product of the radicals. this method can factorise polynomials of any
> degree.
>
> >

It looks like I missed some earlier posts in this thread but I think
you are getting numeric and symbolic methods of finding roots to
polynomials mixed up.

.

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