Question: For a two-qubit system, consider the vectors |V) |+) |+). = i|0)|0)+i|0}|1]+i|1)|0)+i|1)|1), and ') 2 (a) Show that the vectors |V) and |') represent

For a two-qubit system, consider the vectors |V) |+) |+). = i|0)|0)+i|0}|1]+i|1)|0)+i|1)|1),

For a two-qubit system, consider the vectors |V) |+) |+). = i|0)|0)+i|0}|1]+i|1)|0)+i|1)|1), and ') 2 (a) Show that the vectors |V) and |') represent the same quantum state (5 marks). = (b) Two qubits, initially in the state |), undergo a measurement in the orthonormal basis {|0} & |+), |0) |), |1) |+), |1) |-}}. Compute the probabilities of the four possible measurement outcomes.

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