Asked by s
                In Problems 1-5, we will work through an example of QFTM for M=6
What is ω? You can use e, pi, and M in your response. Please do not subtitute 6 for M.
What is QFT6 of 12√(|0⟩+|3⟩)?
Specify the probability amplitudes. You should use w to denote ω, but please fully simplify your answer such that you only use ω and ω2 and no higher-degree terms.
What is QFT6 of 12√(|1⟩+|4⟩)?
Specify the probability amplitudes. You should use w to denote ω, but please fully simplify your answer such that you only use ω and ω2 and no higher-degree terms.
What is QFT6 of 13√(|0⟩+|2⟩+|4⟩)?
Specify the probability amplitudes. You should use w to denote ω, but please fully simplify your answer such that you only use ω and ω2 and no higher-degree terms.
What is QFT6 of 13√(|1⟩+|3⟩+|5⟩)?
Specify the probability amplitudes. You should use w to denote ω, but please fully simplify your answer such that you only use ω and ω2 and no higher-degree terms.
            
        What is ω? You can use e, pi, and M in your response. Please do not subtitute 6 for M.
What is QFT6 of 12√(|0⟩+|3⟩)?
Specify the probability amplitudes. You should use w to denote ω, but please fully simplify your answer such that you only use ω and ω2 and no higher-degree terms.
What is QFT6 of 12√(|1⟩+|4⟩)?
Specify the probability amplitudes. You should use w to denote ω, but please fully simplify your answer such that you only use ω and ω2 and no higher-degree terms.
What is QFT6 of 13√(|0⟩+|2⟩+|4⟩)?
Specify the probability amplitudes. You should use w to denote ω, but please fully simplify your answer such that you only use ω and ω2 and no higher-degree terms.
What is QFT6 of 13√(|1⟩+|3⟩+|5⟩)?
Specify the probability amplitudes. You should use w to denote ω, but please fully simplify your answer such that you only use ω and ω2 and no higher-degree terms.
Answers
                    Answered by
            bobpursley
            
    What is your question?
    
                    Answered by
            gluck
            
    4) 1/sqrt2, 0, 0, 1/sqrt2, 0, 0
    
                    Answered by
            s
            
    PLEASE ANSWER ALL PARTS
    
                    Answered by
            Anonymous
            
    Hey guys please answer to 2,3,5
    
                    Answered by
            Vassilis
            
    Problem 2 1/sqrt(3)(I0>+I2>+I4>)
    
                    Answered by
            Vassilis
            
    Problem 5 1/sqrt(2) , 0 , 0, -(1/sqrt(2)) ,0 ,0
    
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