Consider the two-qubit state where (C) is a normalization constant. Find (C) as a function of (a).
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Consider the two-qubit state
where \(C\) is a normalization constant. Find \(C\) as a function of \(a\). When is the state entangled (at what values of \(a\) ), and when is it not entangled?
Transcribed Image Text:
|o) C[|)]1) + 10) |1) + a|1) 0)+10) 10)], (4.69)
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