Re: [sage-support] newbie: plot() questions

2010-03-25 Thread Jose Guzman
Jose Guzman wrote: Some time ago I wrote a Sage worksheet to get familiar with the plotting possibilities of Sage. You can find it here: www.*sage*nb.org/home/pub/399/ Actually the page does not display the graphics, if you want to have a copy of the worksheet just mail me and I can share

Re: [sage-support] newbie: plot() questions

2010-03-24 Thread Jose Guzman
Ok, this was as simple as using the 'ymin' and 'ymax' options of plot (I had done something else wrong previously when G B suggested this cause it didn't work) Ok, I was about to answer your question, but you found the solution faster. BTW I didn't find any mention of these plot options i

Re: [sage-support] newbie: plot() questions

2010-03-24 Thread Renato
On Sun, 21 Mar 2010 18:35:19 +0100 Renato wrote: > On Thu, 18 Mar 2010 08:43:44 +0100 > Jose Guzman wrote: > > > Hi Nareto, > > > > would you mind to write a simple and minimal example of your f(t) > > and plot options? This would be the best way to try to help you > > > > > > > > Nareto wr

Re: [sage-support] newbie: plot() questions

2010-03-21 Thread Renato
On Thu, 18 Mar 2010 08:43:44 +0100 Jose Guzman wrote: > Hi Nareto, > > would you mind to write a simple and minimal example of your f(t) and > plot options? This would be the best way to try to help you > > > > Nareto wrote: > > Hello, I have to plot an exponential function with vertical > >

Re: [sage-support] newbie: plot() questions

2010-03-18 Thread Jose Guzman
Hi Nareto, would you mind to write a simple and minimal example of your f(t) and plot options? This would be the best way to try to help you Nareto wrote: Hello, I have to plot an exponential function with vertical asymptote in point tc, but plot(f(t), (tc - e, tc + e)); gives me unreada

[sage-support] newbie: plot() questions

2010-03-17 Thread Nareto
Hello, I have to plot an exponential function with vertical asymptote in point tc, but plot(f(t), (tc - e, tc + e)); gives me unreadable plots for any values of e - if e is to large the curvature is not apreciable (i.e. the plot is confused with the axes) but if it's too small I'm getting things