Question 6 A system is in a state described by the normalized state vector 4 3 |4) = |f) - iz|g), where f) and g) are no

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Question 6 A System Is In A State Described By The Normalized State Vector 4 3 4 F Iz G Where F And G Are No 1 (61.56 KiB) Viewed 35 times

Question 6 A system is in a state described by the normalized state vector 4 3 |4) = |f) - iz|g), where f) and g) are normalized and orthonormal vectors. When the Hermitian operator B acts on V), it gives Â|¥) = |Â¥) = 3|ƒ) +i4|g). (a) Use the given vectors ) and B) to calculate (V|B|V). (b) Calculate (BV|BY), and use your answer to evaluate (V|B²|V). Indicate clearly where the Hermitian property of the operator B has been used.