30. Suppose ,m) is a common eigenvector of î² and ο . Then î²|l,m) = L₂|l,m) = Î+|l,m) = (1,m,m) (1,m|L₂|1',m) (1,m|L.. || ',m') =
30. Suppose ,m) is a common eigenvector of î² and ο . Then î²|l,m) = L₂|l,m) = Î+|l,m) = (1,m,m) (1,m|L₂|1',m) (1,m|L.. || ',m') =
Related questions
Question
Transcribed Image Text:30. Suppose ,m) is a common eigenvector of î² and î₂ . Then
î²|l,m) =
Î₂|l,m) =
Î ± |l,m) =
=
(1,m|L²|1',m)
(1,m|L₂|I',m')
(1,m|L₂|1',m') =
=
Expert Solution
Step 1
Using property of angular momentum operator we can solve the problem as solved below
Step by step
Solved in 3 steps with 2 images
