For each given matrix A, first compute det(A). Then interchange two rows of your choosing and compute the determinant of the resulting matrix A'. 0-11 (a) A = -1 31 2 04 det(A) = det(A') = 24 1 (b) A = 0 1 1 00-4 det(A) = det(A') = Form a conjecture about the effect of row interchanges on determinants. O Interchanging rows doubles the determinant. O Interchanging rows does not change the determinant. Interchanging rows halves the determinant. Interchanging rows changes the sign of the determinant. Interchanging rows has no consistent effect on the determinant.