5. A particle is represented by the wave function (x, t)=√ Co finding probability in the ≤x≤ range. π.χ e-twt. Calculate the a

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5. A particle is represented by the wave function (x, t) =
√2
=
1
Cos e-iwt. Calculate the
finding probability in the ≤x≤range.
6. A particle of mass m in the harmonic oscillator potential starts out in the state
2
4(x,0)
4₁(x) +
+ √3/3 1/3(x)
What is the expectation value of the energy?
TTX
a
Transcribed Image Text:5. A particle is represented by the wave function (x, t) = √2 = 1 Cos e-iwt. Calculate the finding probability in the ≤x≤range. 6. A particle of mass m in the harmonic oscillator potential starts out in the state 2 4(x,0) 4₁(x) + + √3/3 1/3(x) What is the expectation value of the energy? TTX a
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