Consider a quantum system in the initial state ly (0) = |x,) at r = 0, and the Hamiltonian H = (252 0 written in the ΠΩ standard basis {12+). Iz-)}, and 2 a constant frequency. Let (r)) be the state of the system at later time 7. What is the probability that a measurement of S, at 1>0 yields +h/2? a. P (S, = +) (t) = [1 + 2 cos(r)] b. P (S,+) (1)= [1 + cos(20)] C. = P(S,+) (1)= [1 + sin(r)] d. P(S,+)(t)= |sin(r)| = e. P(S,+) (1)= [1 + cos(r)]
Consider a quantum system in the initial state ly (0) = |x,) at r = 0, and the Hamiltonian H = (252 0 written in the ΠΩ standard basis {12+). Iz-)}, and 2 a constant frequency. Let (r)) be the state of the system at later time 7. What is the probability that a measurement of S, at 1>0 yields +h/2? a. P (S, = +) (t) = [1 + 2 cos(r)] b. P (S,+) (1)= [1 + cos(20)] C. = P(S,+) (1)= [1 + sin(r)] d. P(S,+)(t)= |sin(r)| = e. P(S,+) (1)= [1 + cos(r)]
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![Consider a quantum system in the initial state ly (0) = |x,) at r = 0, and the Hamiltonian H = (252
0
written in the
ΠΩ
standard basis {12+). Iz-)}, and 2 a constant frequency. Let (r)) be the state of the system at later time 7. What is the
probability that a measurement of S, at 1>0 yields +h/2?
a. P (S, = +) (t) = [1 + 2 cos(r)]
b. P (S,+) (1)= [1 + cos(20)]
C.
=
P(S,+) (1)= [1 + sin(r)]
d. P(S,+)(t)= |sin(r)|
=
e. P(S,+) (1)= [1 + cos(r)]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F6099d21a-e15a-47f8-adbb-0c871c33581f%2F0484b32b-2000-422d-b92c-fac7c495d97f%2Fzjj99aw_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Consider a quantum system in the initial state ly (0) = |x,) at r = 0, and the Hamiltonian H = (252
0
written in the
ΠΩ
standard basis {12+). Iz-)}, and 2 a constant frequency. Let (r)) be the state of the system at later time 7. What is the
probability that a measurement of S, at 1>0 yields +h/2?
a. P (S, = +) (t) = [1 + 2 cos(r)]
b. P (S,+) (1)= [1 + cos(20)]
C.
=
P(S,+) (1)= [1 + sin(r)]
d. P(S,+)(t)= |sin(r)|
=
e. P(S,+) (1)= [1 + cos(r)]
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