3. More about entanglement a) Is this 2-particle state |a) = ½ (| +)1| +)2 − | +)11 −)2 + | −)1| +)2 − 1 −)11 −)₂) entangled? (Explain why or why not.) b) Consider the state |B) = 1 +)₁| +)2 + √⁄ | +)₂1 −)₂ + ¾ | −)₁| +₂ (i) What is the probability that observer #1 measures + 2? (ii) What is the probability that BOTH observers measure + +2/? (iii) Finally, what is the probability that observers 1 and 2 get "opposite" measurements of Sz? For each of the above, explain your reasoning, don't just write down an answer.

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More about entanglement
a)
Is this 2-particle state |a) = (1 +)₁| +)2 − | +)₁1 −)2 + | −)1| +)2 − | −)11 −)2)
entangled? (Explain why or why not.)
3.
2
b) Consider the state |B) = +1| +92 + √⁄ | +)11 −)2 + 37/6 | −)1| +2
(i) What is the probability that observer #1 measures +
+2/?
(ii) What is the probability that BOTH observers measure +/?
(iii) Finally, what is the probability that observers 1 and 2 get "opposite" measurements of Sz?
For each of the above, explain your reasoning, don't just write down an answer.
Transcribed Image Text:More about entanglement a) Is this 2-particle state |a) = (1 +)₁| +)2 − | +)₁1 −)2 + | −)1| +)2 − | −)11 −)2) entangled? (Explain why or why not.) 3. 2 b) Consider the state |B) = +1| +92 + √⁄ | +)11 −)2 + 37/6 | −)1| +2 (i) What is the probability that observer #1 measures + +2/? (ii) What is the probability that BOTH observers measure +/? (iii) Finally, what is the probability that observers 1 and 2 get "opposite" measurements of Sz? For each of the above, explain your reasoning, don't just write down an answer.
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