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Re: Systems of Linear Equations - Number of Solutions

by Paul Sperry <plsperry@[EMAIL PROTECTED] > Jan 28, 2008 at 06:02 AM

In article
<eb6f8008-fab1-49bc-9ec4-c713886cd5b7@[EMAIL PROTECTED]
>,
Citizen <FlammesSombres@[EMAIL PROTECTED]
> wrote:

> Why is it impossible for a system of equations to have exactly 2
> solutions?
> 
> Thank you very much for your help!

Because if u and v are different solutions then r(u - v) + u is also a
solution for any r.

-- 
Paul Sperry
Columbia, SC (USA)
 




 4 Posts in Topic:
Systems of Linear Equations - Number of Solutions
Citizen <FlammesSombre  2008-01-27 21:35:45 
Re: Systems of Linear Equations - Number of Solutions
Paul Sperry <plsperry@  2008-01-28 06:02:45 
Re: Systems of Linear Equations - Number of Solutions
Virgil <Virgil@[EMAIL   2008-01-28 14:12:58 
Re: Systems of Linear Equations - Number of Solutions
R. Dan Henry <danhenry  2008-01-28 19:16:59 

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