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| − | [[Category: | + | Suppose you have a linear system of equations in 3 variables with 4 equations. |
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| + | Typically, we expect no solution. | ||
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| + | List cases you can think of geometric constellations that result in at least one solution. | ||
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| + | If you are brave, repeat with 5 equations in 3 variables. | ||
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| + | [[Category:MA265Fall2010Walther]] | ||
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| + | ===================================================================================== | ||
Latest revision as of 06:43, 26 July 2010
Suppose you have a linear system of equations in 3 variables with 4 equations.
Typically, we expect no solution.
List cases you can think of geometric constellations that result in at least one solution.
If you are brave, repeat with 5 equations in 3 variables.
