#12935: Add another cube root plotting example to plot doc
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       Reporter:  kcrisman       |         Owner:  mvngu   
           Type:  enhancement    |        Status:  new     
       Priority:  minor          |     Milestone:  sage-5.1
      Component:  documentation  |    Resolution:          
       Keywords:                 |   Work issues:          
Report Upstream:  N/A            |     Reviewers:          
        Authors:                 |     Merged in:          
   Dependencies:                 |      Stopgaps:          
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Comment (by kcrisman):

 > > > Can I suggest `plot(sign(x)*(x*sign(x))^(1/3), (x,-4,4))` as the
 code to add?
 > > That's what I attempted to suggest above.
 >
 > Right---I just added the `(x,-4,4)` notation for the range, since we
 need to specify the variable because it is a symbolic expression instead
 of a callable function :).
 Naturally, I was just being terse.
 > >
 > > The point of adding this example was that a number of users (including
 the originator of this example) thought that students wouldn't know what
 lambda functions were - not to mention the dot notation.  I guess I view
 them as equally complicated, though the `sign` solution has the advantage
 that most of use probably implicitly use this when discussing the absolute
 value function as a piecewise linear function and not just "make it
 positive" early in any course where cube roots would be plotted.
 >
 > Yeah, adding both examples wouldn't be a bad idea.  I thought the
 nth_root example was already there...
 I meant adding this example; you are right that the other one is already
 there.  Ideally, they'd be together.

 Ideally, we'd also have time to create some nice document that answers all
 such questions, perhaps cribbed from our PREP documents... which we should
 really finally make ready for the Sage documentation this summer.  Not
 that you don't have other things to do.

 Anyway, any thoughts on adding some such function (with a name making it
 clear it's really just for this purpose) globally for plotting/pedagogical
 purposes only?  This has been discussed before without resolution, just
 raising the question again.

-- 
Ticket URL: <http://trac.sagemath.org/sage_trac/ticket/12935#comment:5>
Sage <http://www.sagemath.org>
Sage: Creating a Viable Open Source Alternative to Magma, Maple, Mathematica, 
and MATLAB

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