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Question 5
Four particles, each with orbital angular momentum 1, are combined. The particles have
different spin wave functions so all orbital angular momentum combinations are possible.
(a) Determine all the possible values of the total angular momentum of the four-particle
state.
(b) Calculate the number of states (1, m₂) for each possible value of the total orbital angular
momentum. You only need to count the number of states, you do not have to
enumerate the states.

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