The frequency of revolution of electron in `n^("th")` Bohr orbit is `v_(n)` .The graph between `log n` and `log(v_(n)/v_(1))` may be

Frequency of revolution of electron in the n^(th) Bohr's orbit is given by

Period of revolution of electron in the n^(th) bohr's orbit is given by

In hydrogen atom, the radius of n^(th) Bohr orbit is V_(n) . The graph Beetween log .(r_(n)/r_(1)) will be

If the frequency of revolution of electron in an orbit H atom is n then the equivalent current is

Magnetic moment of an electron in n^("th") Bohr orbit is proportional to

In hydrogen atom, the area enclosed by n^(th) orbit is A_(n) . The graph between log (A_(n)/A_(1)) log will be

The frequency of revolution of an electron in nth orbit is f_(n) . If the electron makes a transition from nth orbit to (n = 1) th orbit , then the relation between the frequency (v) of emitted photon and f_(n) will be

If, in a hydrogen atom, radius of nth Bohr orbit is r_(n) frequency of revolution of electron in nth orbit is f_(n) and area enclosed by the nth orbit is A_(n) , then which of the pollowing graphs are correct?

(a) Find the frequencies of revolution of electrons in n = 1 and n=2 Bohr orbits. (b)What is the frequency of the photon emitted when an electron in an n=2 orbit drops to an n=1 hydrogen orbit? (c )An electron typically spends about 10^(-8)s in an excited state before it drops to a lower state by emitteing a photon. How many revolutions does an electron in an n=2 Bohr hydrogen orbit make in 100xx10^(-8) s?.