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Given-that-A-and-B-are-3-3-invertible-matrices-then-A-1-B-1-A-AB-1-B-B-1-A-C-B-1-A-1-D-BA-1-




Question Number 76812 by Rio Michael last updated on 30/Dec/19
Given that A and B are 3 × 3 invertible matrices,   then (A^(−1) B)^(−1)  =  A. AB^(−1)   B.B^(−1) A  C. B^(−1) A^(−1)   D. BA^(−1)
GiventhatAandBare3×3invertiblematrices,then(A1B)1=A.AB1B.B1AC.B1A1D.BA1
Answered by benjo 1/2 santuyy last updated on 30/Dec/19
B^(−1)  A
B1A

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