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The ratio of kinetic energy and the total energy of the electron in the nth quantum state of Bohr's atomic model of hydrogen atom is _______.

Asked in GUJCET 2009 · Energy levels and ionisation

Answer: (1) -1

Step-by-step solution

Idea: for the Coulomb attraction, every Bohr orbit has K=(ke²)/(2r) and U=-(ke²)/r.

Total energy: E=K+U=-(ke²)/(2r), so K=-E.

K/E=-1.

The radius cancels, so the ratio is the same in every orbit, whatever n is.

Why the other options are wrong

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