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Re: Polynomials
Posted:
Oct 29, 2012 10:48 PM
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In article <70e0c438-4280-45c8-aeae-8ebf7c0dea85@googlegroups.com>,
gyansorova@gmail.com wrote:
> Suppose two unknown polynomials B and A can be written as
>
> B/A =N where N is a convergent power series which we know.
>
> and we also know that
>
> B/A = k/D where D is another polynomial and k is a constant (k and D are also
> known).
>
> Can we then find B and A??
Have you mis-typed something? Your conditions mean that N = k/D
where k and D are already polynomials. You could choose B = k and A
= D, or multiply both k and D by any polynomial you liked.
For example, if k = 1 and D = x + 1
so N = 1 - x + x^2 - x^3 + ....
then you could have
B = 1, A = x + 1, or
B = x^2 - 7, A = (x + 1)(x^2 - 7),
etc. etc.
Perhaps you meant something different.
Ken Pledger.
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