Combine plots in Maxima












0












$begingroup$


I want to combine the following plots as one output figure:



plotdf(4*y/x+x*sqrt(y),[trajectory_at,1,1],[x,0,4],[y,0,10])

plot2d(1/4*x^4*(log(x)+2)^2,[x,0,4],[y,0,10])


How can I achieve that?






graphing-functions maxima-software







share|cite|improve this question









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  • $begingroup$
    Are plotdf and plot2d different kinds of plots?
    $endgroup$
    – coffeemath
    Jan 10 at 18:06










  • $begingroup$
    Yes, I just want to check if that trajectory of the differential equation coincides with the graph of the function. In Sage for example, it's possible to combine different plots to one output figure by the operation +.
    $endgroup$
    – Thrash
    Jan 10 at 19:16










  • $begingroup$
    I haven't used Maxima more than a few times. In Mathematica (similar program) there's a graphics command something like Display, but one has to already have the graphs to display made, and there's some syntax for it (which I'd have to look up in help for that command...)
    $endgroup$
    – coffeemath
    Jan 10 at 19:39
















0












$begingroup$


I want to combine the following plots as one output figure:



plotdf(4*y/x+x*sqrt(y),[trajectory_at,1,1],[x,0,4],[y,0,10])

plot2d(1/4*x^4*(log(x)+2)^2,[x,0,4],[y,0,10])


How can I achieve that?






graphing-functions maxima-software







share|cite|improve this question









$endgroup$












  • $begingroup$
    Are plotdf and plot2d different kinds of plots?
    $endgroup$
    – coffeemath
    Jan 10 at 18:06










  • $begingroup$
    Yes, I just want to check if that trajectory of the differential equation coincides with the graph of the function. In Sage for example, it's possible to combine different plots to one output figure by the operation +.
    $endgroup$
    – Thrash
    Jan 10 at 19:16










  • $begingroup$
    I haven't used Maxima more than a few times. In Mathematica (similar program) there's a graphics command something like Display, but one has to already have the graphs to display made, and there's some syntax for it (which I'd have to look up in help for that command...)
    $endgroup$
    – coffeemath
    Jan 10 at 19:39














0












0








0


1



$begingroup$


I want to combine the following plots as one output figure:



plotdf(4*y/x+x*sqrt(y),[trajectory_at,1,1],[x,0,4],[y,0,10])

plot2d(1/4*x^4*(log(x)+2)^2,[x,0,4],[y,0,10])


How can I achieve that?






graphing-functions maxima-software







share|cite|improve this question









$endgroup$




I want to combine the following plots as one output figure:



plotdf(4*y/x+x*sqrt(y),[trajectory_at,1,1],[x,0,4],[y,0,10])

plot2d(1/4*x^4*(log(x)+2)^2,[x,0,4],[y,0,10])


How can I achieve that?






graphing-functions maxima-software




graphing-functions maxima-software






share|cite|improve this question













share|cite|improve this question











share|cite|improve this question




share|cite|improve this question










asked Jan 10 at 17:47









ThrashThrash

1184




1184












  • $begingroup$
    Are plotdf and plot2d different kinds of plots?
    $endgroup$
    – coffeemath
    Jan 10 at 18:06










  • $begingroup$
    Yes, I just want to check if that trajectory of the differential equation coincides with the graph of the function. In Sage for example, it's possible to combine different plots to one output figure by the operation +.
    $endgroup$
    – Thrash
    Jan 10 at 19:16










  • $begingroup$
    I haven't used Maxima more than a few times. In Mathematica (similar program) there's a graphics command something like Display, but one has to already have the graphs to display made, and there's some syntax for it (which I'd have to look up in help for that command...)
    $endgroup$
    – coffeemath
    Jan 10 at 19:39


















  • $begingroup$
    Are plotdf and plot2d different kinds of plots?
    $endgroup$
    – coffeemath
    Jan 10 at 18:06










  • $begingroup$
    Yes, I just want to check if that trajectory of the differential equation coincides with the graph of the function. In Sage for example, it's possible to combine different plots to one output figure by the operation +.
    $endgroup$
    – Thrash
    Jan 10 at 19:16










  • $begingroup$
    I haven't used Maxima more than a few times. In Mathematica (similar program) there's a graphics command something like Display, but one has to already have the graphs to display made, and there's some syntax for it (which I'd have to look up in help for that command...)
    $endgroup$
    – coffeemath
    Jan 10 at 19:39
















$begingroup$
Are plotdf and plot2d different kinds of plots?
$endgroup$
– coffeemath
Jan 10 at 18:06




$begingroup$
Are plotdf and plot2d different kinds of plots?
$endgroup$
– coffeemath
Jan 10 at 18:06












$begingroup$
Yes, I just want to check if that trajectory of the differential equation coincides with the graph of the function. In Sage for example, it's possible to combine different plots to one output figure by the operation +.
$endgroup$
– Thrash
Jan 10 at 19:16




$begingroup$
Yes, I just want to check if that trajectory of the differential equation coincides with the graph of the function. In Sage for example, it's possible to combine different plots to one output figure by the operation +.
$endgroup$
– Thrash
Jan 10 at 19:16












$begingroup$
I haven't used Maxima more than a few times. In Mathematica (similar program) there's a graphics command something like Display, but one has to already have the graphs to display made, and there's some syntax for it (which I'd have to look up in help for that command...)
$endgroup$
– coffeemath
Jan 10 at 19:39




$begingroup$
I haven't used Maxima more than a few times. In Mathematica (similar program) there's a graphics command something like Display, but one has to already have the graphs to display made, and there's some syntax for it (which I'd have to look up in help for that command...)
$endgroup$
– coffeemath
Jan 10 at 19:39










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