For the system of linear equations 11 - 3.02 + 2.13 = 1 11 – 4.12 – 13 = -5 -11 + 4.12 + (6 – 6).13 = a + 4 2:01 - 6.12
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For the system of linear equations 11 - 3.02 + 2.13 = 1 11 – 4.12 – 13 = -5 -11 + 4.12 + (6 – 6).13 = a + 4 2:01 - 6.12
solutions with two parameters for a=1 and b=7. The system has no solution for a + 1 and bER. The system has a unique solution for a = 1 and b 7. The system has infinitely many solutions with one parameter for a = 1 and b= 7.
For the system of linear equations 11 - 3.02 + 2.13 = 1 11 – 4.12 – 13 = -5 -11 + 4.12 + (6 – 6).13 = a + 4 2:01 - 6.12 + (6 - 3)x3 = 2a where a, b E R, which of the following statements is false? The system is consistent for a = 1 and bER. = The system has infinitely many