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Given this quantum state: | ¥(r,0,0) = R(r) (+Y+/Y ¹² — — Y₂²), a) measured: |Z|² find possible outcomes, corresponding probabilities and

Given this quantum state: | ¥(r,0,0) = R(r) (+Y+/Y ¹² — — Y₂²), a) measured: |Z|² find possible outcomes, corresponding probabilities and

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Given this quantum state: ¥(r,0,0) = R(r)(√₂Y+Y¹-Y₂²), a) measured: |Z|² , find possible outcomes, corresponding probabilities and the average value b) repeat the same but instead with measured say Lz c) If you had first measured Lz to be planck's constant, and then measured |Z|² what can be said about the result of |Z|² ?
Transcribed Image Text:Given this quantum state: ¥(r,0,0) = R(r)(√₂Y+Y¹-Y₂²), a) measured: |Z|² , find possible outcomes, corresponding probabilities and the average value b) repeat the same but instead with measured say Lz c) If you had first measured Lz to be planck's constant, and then measured |Z|² what can be said about the result of |Z|² ?
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