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(Solved): 3. A particle of mass m moves in one dimension in a potential given by V(x)= ...



3. A particle of mass \( m \) moves in one dimension in a potential given by \( V(x)=-a \delta(x) \), where \( \delta(x) \) i???????

3. A particle of mass moves in one dimension in a potential given by , where is the Dirac delta function. The particle is bound. Find the value such that the probability of finding the particle with is exactly .


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We can start by writing the time-independent Schrödinger equation for the particle in the potential given:??22md2?(x)dx2?ad(x)?(x)=E?(x)where E is the
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