In a mixture of `He^(Theta)` gas H atom and `He^(Theta)` ions Are excited to three respective first excited subsepuenly , H atom transfers its total excitation energy to `He^(Theta)`ions by collision .Assuming that Bohr model of an atom is applicable , answer the following question The quantum number n of the statement finaly populated is `He^(Theta)` ion is .

In a mixture of He^(Theta) gas H atom and He^(Theta) ions Are excited to three respective first excited subsepuenly , H atom transfers its total excitation energy to He^(Theta) ions by collision .Assuming that Bohr model of an atom is applicable , answer the following question The wavelength of the light amitted in the visible region by He^(Theta) ions qaafter collisions with He^(Theta) ion is

In a mixture of He^(Theta) gas H atom and He^(Theta) ions Are excited to three respective first excited subsepuenly , H atom transfers its total excitation energy to He^(Theta) ions by collision .Assuming that Bohr model of an atom is applicable , answer the following question The wavelength of the light amitted in the visible region by He^(Theta) ions qaafter collisions with He^(Theta) ion is

In a mixture of He^(o+) gas H atom and He^(o+) ions Are excited to three respective first excited subsepuenly , H atom transfers its total excitation energy to He^(o+) ions by collision .Assuming that Bohr model of an atom is applicable , answer the following question When an electron of H jumps from a higher to lower energy state ,there

In a mixture of He^(o+) gas H atom and He^(o+) ions Are excited to three respective first excited subsepuenly , H atom transfers its total excitation energy to He^(o+) ions by collision .Assuming that Bohr model of an atom is applicable , answer the following question The ratio of teh potential energy of the n = 2 electron for H atom to the of He^(o+) ion is

In a mixture of He^(o+) gas H atom and He^(o+) ions Are excited to three respective first excited subsepuenly , H atom transfers its total excitation energy to He^(o+) ions by collision .Assuming that Bohr model of an atom is applicable , answer the following question The ratio of teh potential energy of the n = 2 electron for H atom to the of He^(o+) ion is

In a mixture of He^(o+) gas H atom and He^(o+) ions Are excited to three respective first excited subsepuenly , H atom transfers its total excitation energy to He^(o+) ions by collision .Assuming that Bohr model of an atom is applicable , answer the following question If each hydrogen atom in the ground state of 1.0 mol of H atom is excited by absorbing photon of energy 8.4 eV, 12.09 eV and 15.0 eV of energy then the number of spectral lines emitted is equal to

In a mixture of He^(o+) gas H atom and He^(o+) ions Are excited to three respective first excited subsepuenly , H atom transfers its total excitation energy to He^(o+) ions by collision .Assuming that Bohr model of an atom is applicable , answer the following question If each hydrogen atom in the ground state of 1.0 mol of H atom is excited by absorbing photon of energy 8.4 eV, 12.09 eV and 15.0 eV of energy then the number of spectral lines emitted is equal to

In a mixture of H- He^(+) gas ( He+ is singly ionized He atom), H atom and He+ ions are excited to their respective first excited state. Subsequently H atoms transfer their total excitation energy to He+ ions (by collisions) Assume that the bohr model of atom is exactly valid. The quantum number n of the state finally populated in He^(+) inos is -

In a mixture of H- He^(+) gas ( He+ is singly ionized He atom), H atom and He+ ions are excited to their respective first excited state. Subsequently H atoms transfer their total excitation energy to He+ ions (by collisions) Assume that the bohr model of atom is exactly valid. The quantum number n of the state finally populated in He^(+) inos is -

In a mixture of H- He^(+) gas ( He+ is singly ionized He atom), H atom and He+ ions are excited to their respective first excited state. Subsequently H atoms transfer their total excitation energy to He+ ions (by collisions) Assume that the bohr model of atom is exactly valid. The quantum number n of the state finally populated in He^(+) inos is -