3 |v)=|+)+i^|-). Sz |y)=+)+i), Given a quantum state in S. basis states, write it as column vector, i.e., two (9).. . Also write bra, i.e., (y, of the state ly) in terms of a row vector. Recall you row one column matrix like must complex conjugate the coefficients while writing the bra of a ket vector. b. (5 points) Use the bra and ket from part 2a in terms of row and column vectors to compute the inner product, i.e., (y) using the matrix method. Acti Go to