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Unviable? result in algebraic problem
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Peter
Jan 28, 2012, 4:10:49 PM1/28/12
to
Hi. Please, can someone help me? I solved a pair of simultaneous
equations that should give a value greater than zero but less than r
to be valid. But I get 1.15r, which is off the range but I think is
correct (the problem is wrong). My question, what is the correct name
of this case? Please excuse my ignorance.
equations that should give a value greater than zero but less than r
to be valid. But I get 1.15r, which is off the range but I think is
correct (the problem is wrong). My question, what is the correct name
of this case? Please excuse my ignorance.
Axel Vogt
Jan 28, 2012, 5:00:59 PM1/28/12
to
And for that question: you are talking about numerical things, yes?
If you expect a sound answer you may post details.
Peter
Jan 28, 2012, 5:34:25 PM1/28/12
to
be between zero and 1r.
G. A. Edgar
Jan 29, 2012, 7:46:22 AM1/29/12
to
In article
<1d665ee2-dcdb-4036...@o14g2000vbo.googlegroups.com>,
In linear programming, values outside the range allowed by the
inequalities are called "infeasible".
--
G. A. Edgar http://www.math.ohio-state.edu/~edgar/
<1d665ee2-dcdb-4036...@o14g2000vbo.googlegroups.com>,
inequalities are called "infeasible".
--
G. A. Edgar http://www.math.ohio-state.edu/~edgar/
clicl...@freenet.de
Jan 29, 2012, 10:20:59 AM1/29/12
to
Peter schrieb:
>
> On 28.01.2012 22:10, Peter wrote:
> >
> > Hi. Please, can someone help me? I solved a pair of simultaneous
> > equations that should give a value greater than zero but less than r
> > to be valid. But I get 1.15r, which is off the range but I think is
> > correct (the problem is wrong). My question, what is the correct
> > name of this case? Please excuse my ignorance.
> >
>
> On 28.01.2012 22:10, Peter wrote:
> >
> > Hi. Please, can someone help me? I solved a pair of simultaneous
> > equations that should give a value greater than zero but less than r
> > to be valid. But I get 1.15r, which is off the range but I think is
> > correct (the problem is wrong). My question, what is the correct
> > name of this case? Please excuse my ignorance.
> >
>
> The problem is in classicak mechanics, and the correct answer should
> be between zero and 1r.
>
In German, such a solution that doesn't correspond to physical reality
> be between zero and 1r.
>
is often called "unphysikalisch". For translations into English see:
<http://www.linguee.de/deutsch-englisch/uebersetzung/unphysikalisch.html>
Martin.
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