Which statement(s) about matrix AAA are equivalent? (Choose the best answer.)
AAA is invertible if and only if det(A)≠0\det(A) \neq 0det(A)=0
If det(A)=0\det(A) = 0det(A)=0, then the rows of AAA are linearly dependent
If det(A)=0\det(A) = 0det(A)=0, then the columns of AAA are linearly dependent
All of the above are true and equivalent