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Suppose you have an observable with three eigenvalues 2, 2, and 5, with orthonormal eigenvectors 1 >, 2 >, and |3 >, respectively. A quantum particle is in state > |1>- 22 > +t 3 > . What is the probability that you measure 2? V31 17/31 4/31 10/31 14/31 O 000

Suppose you have an observable with three eigenvalues 2, 2, and 5, with orthonormal eigenvectors 1 >, 2 >, and |3 >, respectively. A quantum particle is in state > |1>- 22 > +t 3 > . What is the probability that you measure 2? V31 17/31 4/31 10/31 14/31 O 000

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Suppose you have an observable with three eigenvalues 2, 2, and 5, with orthonormal eigenvectors 1>, 2 >, and 3 >, respectively. A quantum particle is in state > 3- 2i > +4 3 >. What is the probability that you measure 2? V31 V31 V31 17/31 4/31 10/31 14/31
Transcribed Image Text:Suppose you have an observable with three eigenvalues 2, 2, and 5, with orthonormal eigenvectors 1>, 2 >, and 3 >, respectively. A quantum particle is in state > 3- 2i > +4 3 >. What is the probability that you measure 2? V31 V31 V31 17/31 4/31 10/31 14/31
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