1.5 Consistent and Inconsistent Systems
Example 1.5.3 (MA203 Summer 2005, Q1) (a) Find the unique value of t for which the following system has a solution. x1 + x3 x4 = 3 2x1 + 2x2 x3 7x4 = 1 4x1 x2 9x3 5x4 = t 3x1 x2 8x3 6x4 = 1 Solution: First write down the augmented matrix and begin Gauss-Jordan elimination.
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