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If A and B are square matrices of the same order and A is non–singular then for a positive integer n, (A^–1 BA)ⁿ is equal to

Option 1)
$A^-^nB^nA^n$

Option 2)
$A^nB^nA^-^n$

Option 3)
$A^{-1}B^nA$

Option 4)
$B^n$

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