Step-by-step solution
(I) n=4, I=2, m_I=-2, s=- 1 2 ; represents 4 d(n+I=6) (II) n=3, I=2, m_l=1, s=+ 1 2 ; represents 3 d(n+I=5) (III) n=4, I=1, m_I=0, s=+ 1 2 ; represents 4 p(n+I=5) (IV) n=3, I=1, m_l=-1, s=+ 1 2 ; represents 3 p(n+I=4) Order of energy depends on the (n+I), greater is the (n+I) value greater is the energy, if (n+I) is same, then it depends on n; if ' n ' is more, energy is more. Step-1: According to ( n + I ) Energy =( I ) ( II )=( III ) ( IV ) Step-2 : If n , then energy increases Energy =( I ) ( III ) ( II ) ( IV)