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[QUE/QM-16004]

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  1. For a classical electron moving in an orbit around a nucleus with charge $Ze$ obtain a relation between the number of revolutions per second and the energy of the electron. (Use only classical mechanics).
  2. Using known quantum mechanical solution, show that in the limit of large principal quantum number \(n\), the frequency of the line emitted in a transition from $(n+1)^{\mbox{th}}$ level to the $n^{\mbox{th}}$ level is precisely the same as the frequuency obtained in part \((a)\).

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4727:Diamond Point

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