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let abc and x be nxn matrices if b is invertible then the matrix solution of the equation x ajb c is x select one a b ca b ba c cb a d c ba 44417
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Invertible Matrix Theorem - Expii
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5. Let A be an idempotent n × n matrix and let B be an invertible n × n matrix.Prove that the matrix C = B^-1AB is idempotent. (Recall that a matrix A isidempotent if A^2 = A. Be sure to specify which properties of matrices you need ateach step of the proof.)
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