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proof by induction. (affect of row operations on the determinant)
Let A be an n x n matrix, let R be the row operation <i> <--- c<i>and let B = R(A).
a) state the inductive hypothesis for inductive stepb) complete the inductive step for the case in which R is not performed on the last row of AC) complete the inductive step for the case in which R is performed on last row of A.
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