2. An operator A corresponding to a physical observable, has two normalized eigenstates 101 > and 42 > with non-degenera

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2. An operator A corresponding to a physical observable, has two normalized eigenstates 101 > and 42 > with non-degenera

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2 An Operator A Corresponding To A Physical Observable Has Two Normalized Eigenstates 101 And 42 With Non Degenera 1
2 An Operator A Corresponding To A Physical Observable Has Two Normalized Eigenstates 101 And 42 With Non Degenera 1 (108.61 KiB) Viewed 43 times
2. An operator A corresponding to a physical observable, has two normalized eigenstates 101 > and 42 > with non-degenerate eigenvalues ay and az, respectively. A second operator B, corresponding to a different physical observable, has normalized eigenstates |X1 > and [X2 > with eigenvalues bi and b2, respectively. The two sets of eigenstates are related by (101 > 2 [X1 > +3|X2 > Jand||42 > < 3 \X; 3 – 2|X, > The physical observable corresponding to A is measured and the value aq is obtained. Immediately afterwards, the physical observable corresponding to B is measured, and again immediately after that the one corresponding te Ass SHOT ON REDMI 7 AIDUAL CAMERA a remeasured. What is the probability of obtaining al a second time?
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