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last edited 15 years ago by Bill Page |
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Editor: Bill Page
Time: 2009/01/07 12:51:52 GMT-8 |
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Note: axiom doesn't wrap, maxima asks then hangs |
changed: -Something is going wrong with the formatting of the output. The following two commands turn off the LaTeX output and replace it with an ASCII-art format. Something is going wrong with the formatting of the output. \begin{axiom} s:=integrate(sqrt(a*t^2+b*t+c),t); #s s.1 s.2 \end{axiom} It is not being wrapped as expected. The following two commands turn off the LaTeX output and replace it with an ASCII-art format. changed: -integrate(sqrt(a*t^2+b*t+c),t) s:=integrate(sqrt(a*t^2+b*t+c),t) changed: -Output from Maxima is also weird. -\begin{maxima} -integrate(sqrt(a*t^2+b*t+c),t) -\end{maxima} Output from Reduce makes sense: \begin{reduce} int(sqrt(a*t^2+b*t+c),t); \end{reduce} But doing this with Maxima:: !\begin{maxima} integrate(sqrt(a*t^2+b*t+c),t); \end{maxima} causes a problem since Maxima tries to ask the "user" whether 'a' is 'positive' or 'negative', etc. In the present version of MathAction this causes the **maxima** process to hang.
Something is going wrong with the formatting of the output.
(1) -> s:=integrate(sqrt(a*t^2+b*t+c),t);
#s
(1) |
s.1
(2) |
s.2
(3) |
It is not being wrapped as expected.
The following two commands turn off the LaTeX output and replace it with an ASCII-art format.
)set output tex off
)set output algebra on
s:=integrate(sqrt(a*t^2+b*t+c),t)
(5) [ 2 (4 a c - b ) * log +--------------+ 2 | 2 (- 8 a t - 4 a b)\|a t + b t + c + 2 2 2 +-+ (- 8 a t - 8 a b t - 4 a c - b )\|a + +--------------+ +-+ | 2 (8 a t + 4 b)\|a \|a t + b t + c / +-+ 16 a\|a ,
+---+ 2 (2 a t + b)\|- a (4 a c - b )atan(--------------------) +--------------+ | 2 2 a\|a t + b t + c + +--------------+ +---+ | 2 (4 a t + 2 b)\|- a \|a t + b t + c / +---+ 8 a\|- a ]
Output from Reduce makes sense:
int(sqrt(a*t^2+b*t+c),t); | reduce |
But doing this with Maxima:
\begin{maxima} integrate(sqrt(a*t^2+b*t+c),t); \end{maxima}
causes a problem since Maxima tries to ask the "user" whether a
is
positive
or negative
, etc. In the present version of MathAction
this causes the maxima process to hang.