The orbital with highest \({\rm{(n + l)}}\) value will have the highest energy. In the given sets \({\rm{n = 3,l = 2,m = - 2,s = + 1/2}}\) have \({\rm{n + 1 = 5}}\) i.e., 3d orbital has the highest energy.
The orbital with highest \({\rm{(n + l)}}\) value will have the highest energy. In the given sets \({\rm{n = 3,l = 2,m = - 2,s = + 1/2}}\) have \({\rm{n + 1 = 5}}\) i.e., 3d orbital has the highest energy.
The orbital with highest \({\rm{(n + l)}}\) value will have the highest energy. In the given sets \({\rm{n = 3,l = 2,m = - 2,s = + 1/2}}\) have \({\rm{n + 1 = 5}}\) i.e., 3d orbital has the highest energy.
The orbital with highest \({\rm{(n + l)}}\) value will have the highest energy. In the given sets \({\rm{n = 3,l = 2,m = - 2,s = + 1/2}}\) have \({\rm{n + 1 = 5}}\) i.e., 3d orbital has the highest energy.