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Linear Algebra

36. Proof Prove that if A and B are similar matrices and A is nonsingular, then B is also nonsingular and A-1 and B-1 are sim

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matrices — A and B are similar з іnvелньо танк р - As pu B P such thout det CA) = det CP1 BP ) det ept i det (B) det (P) - de

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