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This document contains 6 practice problems related to quantum mechanics and angular momentum: 1. Show that two operators acting on different Hilbert spaces commute. 2. Prove operators representing total angular momentum are diagonal in a basis where the sum of two angular momentum operators is diagonal. 3. Find the possible total angular momentum states and representations of raising/lowering operators for three spin-1/2 particles with no motion.

Author

SnirPiano

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EN