In this section we solved nonhomogeneous systems of equations, arriving at an arbitrary
Chapter 4, Problem 8(choose chapter or problem)
In this section we solved nonhomogeneous systems of equations, arriving at an arbitrary solution. The solution was decomposed into the kernel of the transformation defined by the matrix of coefficients and a particular solution to the system. Is the particular solution x 1 unique? Ifx 1 is not unique, determine a vector other than (7, 2, 0) that can be used in Example 2 of this section.
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