Posted by **tribhu** on Friday, February 15, 2013 at 2:59am.

Suppose we have a qubit in the state |ψ⟩=12|0⟩+3√2|1⟩. If we measure this qubit in |u⟩=3√2|0⟩+12|1⟩,|u⊥⟩=−12|0⟩+3√2|1⟩ basis, what is the probability that the outcome is u

## Answer this Question

## Related Questions

- Physics - Suppose we have a one-qubit unitary U that maps |0⟩ to 12|0&#...
- Physics - A two-qubit system was originally in the state 34|00⟩−5&#...
- quantummechanics - The following circuit is designed for testing whether |u&#...
- Physics - We have a qubit in the state |ϕ⟩=3√2|0⟩+12|1...
- Physics - Suppose we have a one-qubit unitary U that maps |0⟩ to 13|0&#...
- Quantum Physics - The variance σ2X=⟨(X^−⟨X^⟩)2&#...
- Physics - A two-qubit system was originally in the state 34|00⟩−5&#...
- Quantum physics - 1] Let |ψ⟩=(2+i/3)|0>−(2/3)|1>. If we ...
- Physics - What is the inner product of 13√|0⟩+2√3√|1&#...
- Physics - Factor 122√|00⟩−122√|01⟩+3√22&#...

More Related Questions