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det(AB) =
det(A)det(B)
det(A-1) =
1/det(A)
det(An)=
(det(A))n
similar matrices
if there exists C n x n such that A = C-1BC
determinants of similar matrices are
the same
det(AT) =
det(A)
cofactor of i,j
(-1)i+j * det(matrix when row i and column j are removed)
adjugate of a matrix is
transpose of the matrix of cofactors of A
A(adj(A)) =
det(A)I
A-1 in terms of det and adj
1/det(A) • adj(A)