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Problem 3. (5 points) Assume that A, B and C are arbitrary invertible n x n matrices (i.e., A'1,B_1 and 01 exist). Explain Why the

Problem 3. (5 points) Assume that A, B and C are arbitrary invertible n x n matrices (i.e., A'1,B_1 and 01 exist). Explain Why the following identity holds: (ABC)1 = 013-1144. Can you generalize this formula to an arbitrary number of matrices

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