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Question

Question: In any Bohr orbit of the hydrogen atom, the ratio of kinetic energy to potential energy of the elect...

In any Bohr orbit of the hydrogen atom, the ratio of kinetic energy to potential energy of the electron is .

A

1/2

B

2

C

1/2- 1/2

D

– 2

Answer

1/2- 1/2

Explanation

Solution

K.E=kZe22rK.E = \frac{kZe^{2}}{2r} and P.E.=kZe2r;P.E. = - \frac{kZe^{2}}{r};K.E.P.E.=12\frac{K.E.}{P.E.} = - \frac{1}{2}.