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The un-normalized wave function of a particle in a spherically symmetric potential is given by,  is a function of the radial variable r. The eigenvalue of the operator (namely the square of the orbital angular momentum) is:
  • a)
    h2
  • b)
    h/4
  • c)
    h/2
  • d)
    2h2
Correct answer is option 'D'. Can you explain this answer?
Most Upvoted Answer
The un-normalized wave function of a particle in a spherically symmetr...
he eigen value of the square of the orbital angular momentum operator is given as,
L2f=λf
Where λ is the eigenvalue of L2 operator, which is given as,
λ=L(L+1)h2
Let L=1
λ=1(1+1)h2=2 h2
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The un-normalized wave function of a particle in a spherically symmetric potential is given by,is a function of the radial variable r.The eigenvalue of the operator(namely the square of the orbital angular momentum) is:a)h2b)h/4c)h/2d)2h2Correct answer is option 'D'. Can you explain this answer?
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