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2d
revised TraditionalForm for PlotLabel with a parameter
added 342 characters in body
2d
comment TraditionalForm for PlotLabel with a parameter
Table[ContourPlot[ Norm[{x, y}, p] == 1, {x, -1.2, 1.2}, {y, -1.2, 1.2}, PerformanceGoal -> "Accuracy", ImageSize -> 250, PlotLabel -> Text["p=" <> ToString@p, FormatType -> TraditionalForm]], {p, {1, 2, 3, 4, 10, 50, 500}}] formats the p= as plain text for me (v10)
2d
comment TraditionalForm for PlotLabel with a parameter
@Öskå doesn't work
2d
revised TraditionalForm for PlotLabel with a parameter
added 106 characters in body
2d
asked TraditionalForm for PlotLabel with a parameter
Oct
12
comment Oddify an even function and vice versa?
Is there a particular reason you have to (want to) use the infinite series form of even[] and odd[]? If not, this will get you the graphical parts of the even and odd extension very simply... L = 1; f[x_] = Sqrt[x]; feven[x_] = Piecewise[{{f[x], 0 < x < L}, {f[-x], -L < x < 0}}]; fodd[x_] = Piecewise[{{f[x], 0 < x < L}, {-f[-x], -L < x < 0}}]; GraphicsRow[{Plot[f[x], {x, -L, L}, PlotStyle -> {{Thick, Blue}}], Plot[feven[x], {x, -L, L}, PlotStyle -> {{Thick, Blue}}], Plot[fodd[x], {x, -L, L}, PlotStyle -> {{Thick, Blue}}]}, ImageSize -> 800]
Sep
30
awarded  Explainer
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5
awarded  Notable Question
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2
awarded  Curious
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30
awarded  Yearling
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2
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23
awarded  Nice Question
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22
awarded  Popular Question
Mar
6
comment Step-by-step definite integration
My question was about getting the intermediate steps (as in the link above), but also about obtaining the formatting of those steps as outlined in the OP.
Feb
23
awarded  Notable Question
Feb
7
accepted Single Legend for a Table of Plots
Feb
6
comment Single Legend for a Table of Plots
I am using v9...
Feb
6
revised Single Legend for a Table of Plots
added 455 characters in body
Feb
6
asked Single Legend for a Table of Plots