Question

The energies of the GS and first excited states of a particle of mass 1/2 in a potential V (x) are -3, -1 respectively, where ħ = 1 . If the corresponding wavefunctions are related by ψ₁ = 40 sinh æ, then the ground state eigenfunction is? 1. ψο = A(cos hx)-2 2. ψο = A(cos hx)-1/2 3. ψο = A(cos hx)-5/2 4. ψο = A(cos hx)-3/2

Name: the energies of the gs and first excited states of a particle of mass 12 in a potential v x are 3 1 respectively where 1 if the corresponding wavefunctions are related by 1 40 sinh then the 86965
Uploaded: 2023-07-18T05:59:02-08:00
Duration: 3 min 53 s
Channel: Madhur L
Description: the energies of the gs and first excited states of a particle of mass 12 in a potential v x are 3 1 respectively where 1 if the corresponding wavefunctions are related by 1 40 sinh then the 86965

          The energies of the GS and first excited states
of a particle of mass 1/2 in a potential V (x)
are -3, -1 respectively, where ħ = 1 . If the
corresponding wavefunctions are related by
ψ₁ = 40 sinh æ, then the ground state
eigenfunction is?
1. ψο = A(cos hx)-2
2. ψο = A(cos hx)-1/2
3. ψο = A(cos hx)-5/2
4. ψο = A(cos hx)-3/2

the energies of the gs and first excited states of a particle of mass 12 in a potential v x are 3 1 respectively where 1 if the corresponding wavefunctions are related by 1 40 sinh then the 86965

Added by Nicholas B.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Madhur L

07/18/2023

Step 1

The energy difference between two adjacent levels is given by: $$ \Delta E = E_{n+1} - E_n = \hbar \omega $$ where $\hbar$ is the reduced Planck constant and $\omega$ is the angular frequency of the oscillator. Show more…

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The energies of the GS and first excited states of a particle of mass 1/2 in a potential V (x) are -3, -1 respectively, where ħ = 1 . If the corresponding wavefunctions are related by ψ₁ = 40 sinh æ, then the ground state eigenfunction is? 1. ψο = A(cos hx)-2 2. ψο = A(cos hx)-1/2 3. ψο = A(cos hx)-5/2 4. ψο = A(cos hx)-3/2