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Math · Advanced Math
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2. Consider the equations x+ 2y +3z = 4 a+ ky +4z6 x+ 2y +4z = 6, where k is an arbitrary constant. Use Gauss-Jordan elimination to solve the system and answer the following questions a. For which values of the constant k does this system have a unique solution? b. When is there no solution? c. When are there infinitely many solutions? State the solution in each of the cases a, c.

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