rydberg Constant

Energy of an electron in second Bohr orbit of H-atom is -3.4 eV. The Rydbergs constant is

The wavelength of the first line of Balmer series is 6563 Å . The Rydbergs constant fro hydrogen is about

Taking into account the motion of the nucleus of a hydrogen atom , find the expressions for the electron's binding energy in the ground state and for the Rydberg constant. How much (in percent) do the binding energy and the Rydberg constant , obtained without taking into account corresponding values of these of these quantities?

An electron of stationary hydrogen atom passes from the fifth energy level to the ground level.The velocity that the atom acquired a result of photon emission will be: "m" is the mass of the atom,"R" is Rydberg constant and "h" is Planck's constant)

Assertion : Units of Rydberge constant R are m^(-1). Reason : It follows from Bohr's formula [barV = R((1)/(n_1^2) - (1)/(n_2^2))], where the symbole have their usual meaning.

The difference between the longest wavlength line of the Balmar series and shortest wavelength line of the Lyman series for a hydrogen like atom (atomic number Z) equal to Deltalambda. The value of the Rydberg constant for the given atom si

Rydberg's constant is