A particle of mass m moves non-relativistically in one dimension in a potential given by V(x) = -a5(x), where 6(x) is the usual Dirac delta func- tion. The particle is bound. Find the value of ro such that the probability of finding the particle with |r| < 2o is exactly equal to 1/2.

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A particle of mass m moves non-relativistically in one dimension in a
potential given by V(x)
tion. The particle is bound. Find the value of ro such that the probability
of finding the particle with |r| < 2o is exactly equal to 1/2.
:-aố (x), where d(x) is the usual Dirac delta func-
Transcribed Image Text:A particle of mass m moves non-relativistically in one dimension in a potential given by V(x) tion. The particle is bound. Find the value of ro such that the probability of finding the particle with |r| < 2o is exactly equal to 1/2. :-aố (x), where d(x) is the usual Dirac delta func-
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