For hydrogen atom, radius of first Bohr's orbit is a for `Li^(2+)` the radius of first Bohr's orbit is

For hydrogen atom, radius of first Bohr orbit would be

The radius of first Bohr's orbit for hydrogen is 0.53Å . The radius of third Bohr's orbit would be

In Bohr.s model of hydrogen atom, radius of the first orbit of an electron is r_(0) . Then, radius of the third orbit is:

Calculate the frequency of revolution of electron in the first Bohr orbit of hydrogen atom, if radius of first Bohr orbit is 0.5Å and velocity of electron in the first orbit is 2.24xx10^6m//s .

The radius of first Bohr.s orbit for hydrogen is 0.53 Å. The radius of third Bohr.s orbit would be

If the radius of first Bohr's orbit is r, then radius of second orbit will be

The radius of 1^(st) Bohr's orbit for hydrogen atom is 'r'. The radius of second Bohr's orbit is

Radius of first bohr's orbit of hydrogen atom is 0.53 A then the radius of 3^(rd) bohr orbit is :-