An electron in the hydrogen atom absorbs energy and jumps to the 4th orbit. It jumps back to the ground state in steps e.g., from 4th to 3rd orbit, then from 3rd to 2nd orbit and finally to the ground state etc.
If `a_(0)` represents Bohr radius, the de-Broglie wavelength of the electron when it moves in the 3rd orbit after absorbing same definite amount of energy will be

If a_(0) represents the bOhr radius, the de Broglie wavelength of the electron when it moves in the third orbit after absorbing some definite, amount of energy will be

If a_(0) represents the bOhr radius, the de Broglie wavelength of the electron when it moves in the third orbit after absorbing some definite, amount of energy will be

An electron in the hydrogen atom absorbs energy and jumps to the 4th orbit. It jumps back to the ground state in steps e.g., from 4th to 3rd orbit, then from 3rd to 2nd orbit and finally to the ground state etc. Total number of lines obtained in the spectrum would be

An electron in the hydrogen atom absorbs energy and jumps to the 4th orbit. It jumps back to the ground state in steps e.g., from 4th to 3rd orbit, then from 3rd to 2nd orbit and finally to the ground state etc. Total number of lines obtained in the spectrum would be

An electron in the hydrogen atom absorbs energy and jumps to the 4th orbit. It jumps back to the ground state in steps e.g., from 4th to 3rd orbit, then from 3rd to 2nd orbit and finally to the ground state etc. If lambda_(1) is the wave length of line for jump of the electron from 4th to 3rd orbit and lambda_(2) that of the line for jump from 3rd to 2nd orbit, then wavelength of the line for jump from 4th orbit to 2nd orbit would be

An electron in the hydrogen atom absorbs energy and jumps to the 4th orbit. It jumps back to the ground state in steps e.g., from 4th to 3rd orbit, then from 3rd to 2nd orbit and finally to the ground state etc. If the ionization of the hydrogen atom in the ground state is 13.6 eV . The longest wavelength of the radiation required to remove the electron from Bohr's first orbit will be approximately

An electron in the hydrogen atom absorbs energy and jumps to the 4th orbit. It jumps back to the ground state in steps e.g., from 4th to 3rd orbit, then from 3rd to 2nd orbit and finally to the ground state etc. If the ionization of the hydrogen atom in the ground state is 13.6 eV . The longest wavelength of the radiation required to remove the electron from Bohr's first orbit will be approximately