• Question 2: Hadamard Gate and Energy measurements. [Marks: 33.5] The Hamiltonian of a quantum system, Ho, is represented on the fundamental basis, 1), (2) as, Eo Ho = 5/0 (1-¹1)₁ Eo = 1 eV. (2a) Argue why this Hamiltonian is Hermitian and Unitary. (2M)
• Question 2: Hadamard Gate and Energy measurements. [Marks: 33.5] The Hamiltonian of a quantum system, Ho, is represented on the fundamental basis, 1), (2) as, Eo Ho = 5/0 (1-¹1)₁ Eo = 1 eV. (2a) Argue why this Hamiltonian is Hermitian and Unitary. (2M)
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![Question 2: Hadamard Gate and Energy measurements.
[Marks: 33.5]
The Hamiltonian of a quantum system, Ho, is represented on the fundamental basis, 1), (2)
as,
Ho = 5/(1-¹1)
G ¹), Eo=1eV.
√2
(2a) - Argue why this Hamiltonian is Hermitian and Unitary.
(2M)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F23bd4a69-1fc4-4ab7-a754-b46ed29207ab%2F486c62e0-866b-41b1-9f1b-c330c21f0c3d%2Fynyd87_processed.png&w=3840&q=75)
Transcribed Image Text:Question 2: Hadamard Gate and Energy measurements.
[Marks: 33.5]
The Hamiltonian of a quantum system, Ho, is represented on the fundamental basis, 1), (2)
as,
Ho = 5/(1-¹1)
G ¹), Eo=1eV.
√2
(2a) - Argue why this Hamiltonian is Hermitian and Unitary.
(2M)
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