Physics · Quantum Mechanics
|n⟩ denotes the eigenvector of the number operator for a particle of mass m in a one-dimensional potential V = 12mω2x2 (n = 0, 1, 2, ...). For the state vector |φ(x, t=0)⟩ = 1√3|1⟩ + √2√3|2⟩, the expectation value ⟨x(t)⟩ is:
- 143↔2mωcos(2ωt)
- 22√23↔2mωcos(2ωt)
- 343↔2mωcos(ωt)
- 42√23↔2mωcos(ωt)✓
Correct answer
2√23↔2mωcos(ωt)
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