The general state lw) is given in terms of three orthonormal vectors l1), 2), and los) as follows: lw) where lon) are eigenstates to an operator B such that: Blow) = (2n- 1)lon) with n = 1, 2, 3. (a) Find the norm of the state Iw). (b) Find the expectation value of B for the state Iw). (c) Find the expectation value of B? for the state lw).

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The general state |w) is given in terms of three orthonormal vectors lo1), lo2), and o3) as follows:
=162)+
where lon) are eigenstates to an operator B such that: Blon) = (2n – 1)iøn) with n = 1, 2, 3.
(a) Find the norm of the state lw).
(b) Find the expectation value of B for the state |w).
(c) Find the expectation value of B? for the state w).
Transcribed Image Text:The general state |w) is given in terms of three orthonormal vectors lo1), lo2), and o3) as follows: =162)+ where lon) are eigenstates to an operator B such that: Blon) = (2n – 1)iøn) with n = 1, 2, 3. (a) Find the norm of the state lw). (b) Find the expectation value of B for the state |w). (c) Find the expectation value of B? for the state w).
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