Calculate the frequency of the photon, which can excite the electron to -3.4 eV from -13.6 eV.

The ground state energy of the hydrogen atom is 13.6 eV. Calculate (i)the kinetic energy of the electron in the 1^(st) excited state. (ii)the potential energy of the electron in the 3^(rd) excited state. (iii)frequency of the photon emitted if the electron jumps from the 3^(rd) excited state of 1^(st) excited state.

A hydrogen atom is in an excited state corresponding to an energy level of -0.85 eV. The frequency of the photon emitted if it comes down to the ground state (-13.6 eV) in a single jump is

A hydrogen atom is in an excited state corresponding to an energy level of -0.8eV . The frequency of the photon emitted if it comes down to the ground state (-13.6eV) in a single jump is

The ionization energy for the hydrogen atom is 13.6 eV then calculate the required energy in eV to excite it from the ground state to 1^(st) excited state.

The ionization energy for the hydrogen atom is 13.6 eV then calculate the required energy in eV to excite it from the ground state to 1^(st) excited state.

The ionization energy for the hydrogen atom is 13.6 eV then calculate the required energy in eV to excite it from the ground state to 1^(st) excited state.

Calculate the longest wavelength that can an electron from the first bohr given E_(1) = 13.6 eV

Calculate the longest wavelength that can remove an electron from the first bohr orbit. (Given : E_(1) = 13.6 eV )

The electron in given Bohr orbit has a total energy of -3.4 eV.Calculate its wavelength of the light eitted ,if an electron makes a transition to the ground state.(Ground state energy = -13.6 eV).