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Question
If \(A^{-1}=B\), what is \(B^{-1}\)?
Options
\[B^{-1}=B\]
\[B^{-1}=I\]
\[B^{-1}=O\]
\[B^{-1}=A\]
MCQ
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Solution
When \[A^{-1}=B,\] the matrices \(A\) and \(B\) are inverses of each other. Therefore, the inverse of \(B\) is \[B^{-1}=A.\]
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