Consider the following statements:
(a) The principal quantum number ' \( n \) ' is a positive integer with values of ' \( n \) ' \( = 1, 2, 3, \ldots \).
(b) The azimuthal quantum number ' \( l \) ' for a given ' \( n \) ' (principal quantum number) can have values as ' \( l \) ' \( = 0, 1, 2, \ldots \, n \).
(c) Magnetic orbital quantum number ' \( m_l \) ' for a particular ' \( l \) ' (azimuthal quantum number) has \( (2l + 1) \) values
.(d) \( \pm 1/2 \) are the two possible orientations of electron spin.
(e) For \( l = 5 \), there will be a total of \( 9 \) orbital
Which of the above statements are correct?