If you understand German you may have a look at:
http://www.hr.shuttle.de/hr/khs-fritzlar/web/
where I publish Sage worksheets and tutorials -
an outcome of three years using Sage in teaching maths.
I would like to have some further information about the intended Comenius
project.
For example:
Jonathan
> On Saturday, November 24, 2012 4:52:26 PM UTC-6, Norbert Domes wrote:
>>
>> If you understand German you may have a look at:
>>
>> http://www.hr.shuttle.de/hr/khs-fritzlar/web/
>>
>> where I publish Sage worksheets and tutorials -
>> an outcome of
Has anybody tried to use JSXGraph in a Sage worksheet, may be with success ?
JSXGraph is a cross-browser library for interactive geometry, function
plotting, charting, and data visualization in a web browser.
See
http://jsxgraph.uni-bayreuth.de/wp/
JSXGraph is really very nice and I think it is
I have published a collection of worksheets ( on a final secondary-school
level (in Germany) )
See: http://nb.cas-im-unterricht.de/
I hope it's useful for (at least German-speaking) teachers and students.
BTW:
Does anybody know what's about www.hssagemath.org ?
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FYI
The TIME 2014 program committee has invited me
to give a lecture "Teaching Mathematics with SAGE"
including an introductive Sage Workshop.
Time2014 Conference
Technology in Mathematics Education
July 1st - 5th 2014 in Krems, Austria
http://www.time2014.org/
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My suggestion for nth real root:
def nth_real_root(a,n):
p = x^n - a
L = p.roots(ring=RR,multiplicities=False)
if L:
return L[0] # return L ?
else:
raise RuntimeError("no real root")
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or simply rootn(x,n).
>
> From a foggy morning in Arcata,
> Martin Flashman
> On Monday, July 14, 2014 1:13:55 PM UTC-7, Norbert Domes wrote:
>>
>> My suggestion for nth real root:
>>
>>
>>
>> def nth_real_root(a,n):
>>
>> p = x^n -
I suppose it is easier to write a new Sage turtle module than to get
Tkinter available inside Sage Cloud or Sage Notebook.
You can find my humble attempt here:
http://85.214.246.147:8080/home/pub/201/
Norbert
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"sa
ments like symbolic
expressions as arguments (for example t.forward(sqrt(200)) ).
See:
http://85.214.246.147:8080/home/pub/202/
<http://85.214.246.147:8080/home/pub/201/>
Norbert
Am Freitag, 12. Dezember 2014 22:21:46 UTC+1 schrieb William Stein:
>
> On Fri, Dec 12, 2014 at 12:37
Further you may have a look at
http://ask.sagemath.org/question/8840/how-to-show-the-steps-of-gauss-method/
and at my adaptation as interactive worksheet
http://85.214.246.147:8080/home/pub/203/
Norbert
Am Mittwoch, 31. Dezember 2014 02:45:54 UTC+1 schrieb Dan Drake:
>
> Hi,
>
> I'm teachin
The International Conference
"Technology and its Integration in Mathematics Education"
(Time 2016) takes place in Mexico City from June 29th to July 2nd, 2016
For more information see: http://time2016.fciencias.unam.mx/
Dates
November 18th, 2015: Registration will be open.
March 7th, 201
* Reminder of Deadline for submissions: March 7th, 2016*
On Friday, 13 November 2015 21:42:05 UTC+1, kcrisman wrote:
>
>
>> Anybody interested to offer a lecture or workshop on Sage for Time2016?
>>
>>
> I hope someone does! I think that for many sage-edu folks who are at less
> research-focuse
As far as I know: this is the first German mathematical textbook using Sage.
My translation of the blurb:
New and in-depth approach to computer-oriented mathematics.
This textbook for first-year students provides an expanded introduction to
different topics of computer-oriented mathematics. It
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