Solved: Writing Let A and P be n n matrices, where P
Chapter 3, Problem 67(choose chapter or problem)
Let A and P be \(n \times n\) matrices, where P is invertible. Does \(P^{-1} A P=A\)? Illustrate your conclusion with appropriate examples. What can you say about the two determinants \(\left|P^{-1} A P\right|\) and |A|?
Text Transcription:
n times n
P^-1 AP=A
|P^-1 AP|
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