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Este
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Consistency of non-homogenous systems of linear equations
Hello,
Is it possible to find out if a non-homogenous system of linear equations has:
- Single Solution.
or
- Infinite Solutions.
or
- No Solutions.
Without applying any methods/rules ( Such as Gauss, determinant..etc), just judging by the values and number of given equations and unknowns?
Thanks for your time.
Hello,
Is it possible to find out if a non-homogenous system of linear equations has:
- Single Solution.
or
- Infinite Solutions.
or
- No Solutions.
Without applying any methods/rules ( Such as Gauss, determinant..etc), just judging by the values and number of given equations and unknowns?
Thanks for your time.
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