Linked Questions

I have a function that takes a numeric argument and returns a list of numbers. I want to plot each element of the list in a different color. If I use this command, ...

I would like the solutions of FindRoot (using NIntegrate under it) to be drawn in different colours by ...

I have an interpolation function which returns a list, e.g.: f=Interpolation[{{1,{1,2,3}},{2,{4,5,6}}}]; When I try to plot it, I get single-colored curves. <...

Mathematica has a lot of undocumented or poorly documented options. How does one go about working out if there is an undocumented option that might solve a particular problem? How does one work out ...

This example comes from the Mathematica documentation for Plot under Basic Examples. Can someone please explain why these are each plotted as a different color in ...

For example: p = Plot[Sin[x], {x, 0, 1}] Is it possible to write options in Show to change the curve's color for example into ...

I have a piecewise function that I would like to plot but I was wondering if it is possible that each part of the function that is plotted when its corresponding condition is true be plotted with a ...

I've got this code ...

I have a function f which takes a number as input, and returns a list of numbers (the length of the list is constant). f is hard ...

Is there a cleaner way to apply different styles to the different channels of a multi value interpolation function? here is a 2-output interpolation function: ...

Faced the problem. Here is code: ...

The code evals[x_?NumericQ] := Eigenvalues[{{x^2, 2 x}, {x, 3 x^2}}]; Plot[Evaluate[evals[x]], {x, -1, 1}] gives both eigenvalues in the same color. I thought ...

When a list of functions is passed to Plot in an unevaluated form (e.g. with Through), the result is a plot with single color. <...

I solved Laplace's equation over a square region. There are Dirichlet BC's (the top wall is fixed at 100, the other walls are fixed at 0). Plotted result of Laplace's equation is below: I took the ...

How does one efficiently produce a plot of {f[x], f[x]+1}? Assume that f[x] is a long computation, which I would like to avoid ...