Physics · Quantum Mechanics
The energy eigenstates of a one-dimensional quantum harmonic oscillator are denoted by |n> where n = 0, 1, 2, 3, .... If the momentum operator p̂ satisfies the relation ⟨n+1|p̂|n⟩⟨2|p̂|1⟩ = √2, then the value of n is:
- 10
- 21
- 32
- 43✓
Correct answer
3
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