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B is a n*n matrix
1. Let B^2 =B. Prove that either det(B) =1 or B is singular.
2. If Transpose(B) = B^-1 , what is det(B)?
Sorry I am asking, but I can't figure them out! I'd really like to improve my linear algebra skills.
Thanks!
1. Let B^2 =B. Prove that either det(B) =1 or B is singular.
2. If Transpose(B) = B^-1 , what is det(B)?
Sorry I am asking, but I can't figure them out! I'd really like to improve my linear algebra skills.
Thanks!