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31 Jan 2018
6. The system of equations 2 + y - 122 = 6 3.r + y - 2z = 0 2.1 + y - 8z = 3 A) Has infinitely many solutions, because the determinant of the coefficient matrix is nonzero. (B) Has a unique solution, because the determinant of the coefficient matrix is nonzero. C) Has a unique solution, because the determinant of the coefficient matrix is zero. D) Has infinitely many solutions, because the determinant of the coefficient matrix is zero. E) None of the above.
6. The system of equations 2 + y - 122 = 6 3.r + y - 2z = 0 2.1 + y - 8z = 3 A) Has infinitely many solutions, because the determinant of the coefficient matrix is nonzero. (B) Has a unique solution, because the determinant of the coefficient matrix is nonzero. C) Has a unique solution, because the determinant of the coefficient matrix is zero. D) Has infinitely many solutions, because the determinant of the coefficient matrix is zero. E) None of the above.
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