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Note Set 18d: Solving Ax=b with determinants and Cramer's Rule

Rather surprisingly, we find that determinants allow us to find an exact solution for Ax=b that always works if b is in the Column Space of A. Things become completely crazy when we determine a formula for the inverse of A. So our work should be done? No: determinants are hard to compute and the main use of Cramer's rule is for theoretical work and small systems.
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