Question 4

PHMCQ1 markNeeds review
Let

and

respectively denote the lowering and raising operators of a one-dimensional simple harmonic oscillator. Let

be the energy eigenstate of the simple harmonic oscillator. Given that

is also an eigenstate of

, the corresponding eigenvalue is
Your answerChoose one option.

Log in to check the answer

You can attempt this question now. Sign in to view the answer key, explanations and discussion.Log in to check answer

EXPLORE & PRACTISE

Paper and topic context

See where this question comes from and choose what to practise next.

2020PH

GATE PH 2020 · Paper 1

Physics · Original paper archive

Section
Physics
Question type
Multiple choice (MCQ)
Marks
1 mark

Practise related topics

Explore more previous year questions using this question’s imported topic tags.

physics

GATE PH previous year questions

physical sciences

GATE PH previous year questions

applied physics

GATE PH previous year questions

quantum mechanics

GATE PH previous year questions

harmonic oscillator

GATE PH previous year questions

Comments

Ask a question, share your approach, or help someone understand.

Log in to view the discussion

You’re not logged in. Log in or create an account to see discussions and add comments.