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Suppose you measure the angular momentum in the z-direction L, for an l= 2 hydrogen atom in the state |ý > = Lz are – 2h, -ħ, 0, ħ, 2ħfor the eigenvectors|– 2 >, |-1>, |0 >, |1>, |2 >, respectively. What is AL,? Vol - 2 > -V 1 10 > +iv |2 >. The eigenvalues of

Suppose you measure the angular momentum in the z-direction L, for an l= 2 hydrogen atom in the state |ý > = Lz are – 2h, -ħ, 0, ħ, 2ħfor the eigenvectors|– 2 >, |-1>, |0 >, |1>, |2 >, respectively. What is AL,? Vol - 2 > -V 1 10 > +iv |2 >. The eigenvalues of

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Suppose you measure the angular momentum in the z-direction L, for an /= 2 hydrogen atom in the state | > 2 > |0 > +i/ |2 >. The eigenvalues of %3D V10 10 Lz are – 2h, -ħ, 0, ħ, 2ħfor the eigenvectors | – 2 >, |– 1>, |0 >, |1 >, |2 >, respectively. What is AL,? V31 10 7 19 25
Transcribed Image Text:Suppose you measure the angular momentum in the z-direction L, for an /= 2 hydrogen atom in the state | > 2 > |0 > +i/ |2 >. The eigenvalues of %3D V10 10 Lz are – 2h, -ħ, 0, ħ, 2ħfor the eigenvectors | – 2 >, |– 1>, |0 >, |1 >, |2 >, respectively. What is AL,? V31 10 7 19 25
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