A system of linear equations where the number of variables is less than the number of...

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A system of linear equations where the number of variables is less than the number of equations is called overdetermined. A system of linear equations where the number of variables is greater than the number of equations is called underdetermined. Example: Consider the following system of equations: (2x + 3y + 3z = 1 -x+y-z = -3 Is the system square, undetermined, or overdetermined? Example: Consider the following system of equations: 2h + 3k = 4 -h+ 6k = -1 h+21= -1 Is the system square, undetermined, or overdetermined? A system of linear equations where the number of variables is less than the number of equations is called overdetermined. A system of linear equations where the number of variables is greater than the number of equations is called underdetermined. Example: Consider the following system of equations: (2x + 3y + 3z = 1 -x+y-z = -3 Is the system square, undetermined, or overdetermined? Example: Consider the following system of equations: 2h + 3k = 4 -h+ 6k = -1 h+21= -1 Is the system square, undetermined, or overdetermined?

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Lets solve this stepbystep There are 2 equations There are 3 variables x y z The num... View the full answer