x = (a) = ax + + bx- a+b a- x = + 1. Suppose a spin 1/2 particle is in the state: x = 2 What are the probabilities of getting spin-up (eigenvalue) and spin-down if Sx and Sz are measured, 2. For the same state, show that the expectation value for Sx is consistent with: (1-i) = (8) - x 18 x = ( * ) ( ) ("^) - 3 2 (1+i)/√√6 21√√6
x = (a) = ax + + bx- a+b a- x = + 1. Suppose a spin 1/2 particle is in the state: x = 2 What are the probabilities of getting spin-up (eigenvalue) and spin-down if Sx and Sz are measured, 2. For the same state, show that the expectation value for Sx is consistent with: (1-i) = (8) - x 18 x = ( * ) ( ) ("^) - 3 2 (1+i)/√√6 21√√6
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Can you help me solve these two questions please
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a+b
a-
x =
+
1. Suppose a spin 1/2 particle is in the state:
x =
2
What are the probabilities of getting spin-up (eigenvalue) and spin-down if Sx and Sz
are measured,
2. For the same state, show that the expectation value for Sx is consistent with:
(1-i)
=
(8) - x 18 x = ( * ) ( ) ("^) - 3
2
(1+i)/√√6
21√√6"
Transcribed Image Text:x = (a) = ax + + bx-
a+b
a-
x =
+
1. Suppose a spin 1/2 particle is in the state:
x =
2
What are the probabilities of getting spin-up (eigenvalue) and spin-down if Sx and Sz
are measured,
2. For the same state, show that the expectation value for Sx is consistent with:
(1-i)
=
(8) - x 18 x = ( * ) ( ) ("^) - 3
2
(1+i)/√√6
21√√6
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