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10 Nov 2019
Consider the following set of linear equations: x + y - z=1 2x + 3y + az = 3 x + xy + 3z = 2 For which value of the parameter o will the system have: Exactly one solution. Many solutions. No solutions? Find the solution space for the ease when there are many solutions. Consider the following set of linear equations: Find the general solution of the inhomogeneous set of equations. If possible, find a basis for the associate homogeneous set of equations.
Consider the following set of linear equations: x + y - z=1 2x + 3y + az = 3 x + xy + 3z = 2 For which value of the parameter o will the system have: Exactly one solution. Many solutions. No solutions? Find the solution space for the ease when there are many solutions. Consider the following set of linear equations: Find the general solution of the inhomogeneous set of equations. If possible, find a basis for the associate homogeneous set of equations.
Keith LeannonLv2
7 Jan 2019