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Mathematics, 02.03.2020 17:27 santiagodiaz727

Consider a particle moving in the potential V(x) rectangular region of depth Vo, and width a, in which the particle can be bound. These parameters are related to the mass m of the particle in such a way that the lowest allowed energy E1is found at an energy about V0/4 above the "bottom." Use qualitative argu- ments to sketch the approximate shape of the corresponding eigenfunction t/i 1(x).

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