; > Hi Marc!
>
> > On 12 Dez., 15:48, Jason Grout wrote:
> >> marcW wrote:
> > [...]
> >> If you don't care about precision (i.e., all numbers are rounded off to
> >> 2-3 digits), then you can declare your numbers this way:
>
> >> sage: R=Real
rinted and trims to a
desired (printing) precision maybe? would suit everybody I guess.
It's not even about zeros: all i need is two digits after the dot,
exceptionally 3 (yes, it's economics, a 2 digit science)
thanks again
m
On 12 dec, 14:38, Jason Grout wrote:
> marcW wrote:
> >
very sorry, I ran into this, but I have no clue what to do to with it,
as I said I am new to all this.
thank you
On 11 dec, 19:36, "ma...@mendelu.cz" wrote:
> fixed inhttp://trac.sagemath.org/sage_trac/ticket/7356
>
> On 11 pro, 19:18, marcW wrote:
>
> > h
1v=f1.subs(J=a-alpha_A-alpha_B).subs(values)
show(f1v)
On 11 dec, 19:32, Jason Grout wrote:
> marcW wrote:
> > hi,
> > I'm new at this, some experience with mathematica.
> > I spent the better part of 2 days trying to find out why
> > f= a*x
> > g=f.
hi,
I'm new at this, some experience with mathematica.
I spent the better part of 2 days trying to find out why
f= a*x
g=f.subs({a:0.6}]
show(g)
produces so many zeroes.lol. It's laughable.
I've never seen something like this.
It shouldn't be complicated to get rid of these zeros right?
--
To po
