Hello everyone!
I started using Mathematica today (have only a little bit OF Matlab experience).
I got the following code:
r[x_]= 2x / (x^2+1)^2;
s[x_] = (x^2 (-1+x^2))/(1+x^2)^2;
ParametricPlot[{r[x],-s[x]}, {x,0,10}, PlotStyle -> {Blue},
AxesLabel->{Style[r,Large],Style[s,Large]},LabelStyle->Directive[Bold]]
My task seems to be quite easy, but I fail:
I want to get this plot, but only with positive s-axis - no negative s-values needed.
Can anybody help me, please?
Thank you so much!
Look up PlotRange in docs: PlotRange: Specify a range of coordinates to plot—Wolfram Documentation
Make it a habit to read docs carefully. If you would carefully read ParametricPlot docs you would find examples there that solves your problem.
I allready looked up PlotRange and tried out a lot, but I was not able to get it working.
I now tried some things and fixed the Problem with
... ParametricPlot[{r[x],-s[x]}, {x,0,**1**},...
even though I mathematically don’t understand what I did… how would ich have to arrange the “PlotRange”?
(Click “Reply” to reply to a specific comment to have comments structured). Something like this?
r[x_] = 2 x/(x^2 + 1)^2;
s[x_] = (x^2 (-1 + x^2))/(1 + x^2)^2;
ParametricPlot[{r[x], -s[x]}, {x, 0, 10}, PlotStyle -> {Blue},
FrameLabel -> {Style[r, Large], Style[s, Large]},
LabelStyle -> Directive[Bold],
PlotRange -> {Automatic, {0, .13}},
AspectRatio -> 1,
PlotTheme -> "Detailed"]
