Mathematica Asked on February 2, 2021
I am trying to generate the following plot
What I have managed to do so far can be seen below:
p1 = Graphics[{PointSize[0.017], Red,
Point[{0, Tan[1.01 0 + 1.9]}]}];
p2 = Graphics[{PointSize[0.017], Red,
Point[{2.5, Tan[1.01 2.5 + 1.9]}]}];
mainplot = Plot[Tan[1.01 x + 1.9], {x, 0, 2.5},
Axes -> None,
Frame -> {{False, False}, {True, False}},
FrameStyle -> Directive[Black],
LabelStyle -> {Thick},
FrameTicks -> {{None, None}, {None, None}},
PlotStyle -> {{Thickness[0.005], Blue}},
PlotRange -> All,
Epilog -> {Rotate[Text[Style["C", FontSize -> 25], {1.23, 1.2}],
0]}];
By p1
in the code I denote the point that is the lower one; the $A_1,A_2$ and p2
is the other.
Now it is straightforward to call the above with a simple Show
command
Show[mainplot, p1, p2, ImageSize -> Large]
which gives
There are three points that I do not understand how to do:
How can I include the $A_1$ and the $A_2$ above and below the point p1
respectively. I tried to pass an Epilogue
command but it did not work.
How can I make an arrow in the bottom axis? Here I tired using the Arrowheads
inside the FramePlotStyle
but again I failed to do what I wanted.
How can I include the $0$, the $r$ and the $infty$ symbols as are in the hand-made picture? Here I had absolutely no idea how to go about it.
Here one way to do it combining ListPlot
, Plot
and Graphics
Show[{
Plot[Tan[1.01 x+1.9]+4,{x,0,2.5},
PlotStyle->Blue,
Axes->{True,False},
AxesStyle->Arrowheads[{0.0,0.05}],
PlotRange->{{-0.25,3},{0,8}},
Ticks->{{{0,"0"},{1.25,"r"},{2.5,"[Infinity]"}},None}
],
ListPlot[Table[{x,Tan[1.01 x+1.9]+4},{x,{0,2.5}}],PlotStyle->Red],
Graphics[{Text["C",{1.25,5}],Text["B",{2.5,7.75}],Text["A",{0,2.}]}]
}]
Answered by N0va on February 2, 2021
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