Consider the following two-qubit quantum state. 2 33/00) 1 22i 101) + 5i 33 |10) 36/11)...

  

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Consider the following two-qubit quantum state. √2 3√3/00) 1 2√2i 101) + 5i 3√3 |10) 3√√6/11) What is the probability of outcome 0 if the first qubit is measured? What is the state of the system if the first qubit is measured to be a 0? What is the probability of outcome 1 if the second qubit is measured, after the first qubit has been measured to be 0? Consider the following two-qubit quantum state. √2 3√3/00) 1 2√2i 101) + 5i 3√3 |10) 3√√6/11) What is the probability of outcome 0 if the first qubit is measured? What is the state of the system if the first qubit is measured to be a 0? What is the probability of outcome 1 if the second qubit is measured, after the first qubit has been measured to be 0?