Please can you tell me how can I adjust the display width (in
characters) in GNU Maxima?
I would like to see the whole polynoms, not the things like this:
(C1) taylor (sin(x), x, 0, 5);
3 5
x x
(D1)/T/ x - -- + --- + . . .
6 120
(C2)
Please ask on the maxima mailing ······@www.math.utexas.edu list in future!
Besides that, I don't understand your question: sin(x) is not a polynomial. If
you want to see the complete powerseries expansion, use
powerseries(sin(x),x,0).
Martin
··········@atlas.cz (totojepast) writes:
> Please can you tell me how can I adjust the display width (in
> characters) in GNU Maxima?
>
> I would like to see the whole polynoms, not the things like this:
>
>
> (C1) taylor (sin(x), x, 0, 5);
> 3 5
> x x
> (D1)/T/ x - -- + --- + . . .
> 6 120
> (C2)
Dear Martin,
I was interested in displaying the Taylor series and it works in
Maxima. Only a part of the resulting formula was hidden. However, the
mathematical operation is irrelevant, I would just like to see the
whole result not clipped.
Please can you tell me how can I adjust the display width (in
characters) in GNU Maxima?
TTJP
Martin Rubey <········@yahoo.de> wrote in message news:<···············@invite02.labri.fr>...
> Please ask on the maxima mailing ······@www.math.utexas.edu list in future!
>
> Besides that, I don't understand your question: sin(x) is not a polynomial. If
> you want to see the complete powerseries expansion, use
> powerseries(sin(x),x,0).
>
> Martin
>
> ··········@atlas.cz (totojepast) writes:
>
> > Please can you tell me how can I adjust the display width (in
> > characters) in GNU Maxima?
> >
> > I would like to see the whole polynoms, not the things like this:
> >
> >
> > (C1) taylor (sin(x), x, 0, 5);
> > 3 5
> > x x
> > (D1)/T/ x - -- + --- + . . .
> > 6 120
> > (C2)
··········@atlas.cz (totojepast) writes:
> I would like to see the whole polynoms, not the things like this:
>
>
> (C1) taylor (sin(x), x, 0, 5);
> 3 5
> x x
> (D1)/T/ x - -- + --- + . . .
> 6 120
I guess this *is* the whole polynomial, since you asked for terms up
to x^5, no? Try "taylor(sin(x), x, 0, 10);" for more.
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