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A mixture, of hydrogen (H) and singly ionised helium (He+), has the H and He+ ions excited to their respective first excited states. Due to collosions, H atoms transfer their entire excitation energy to the He+ ion. Applying Bohr’s model, the quantum number, n, of the finally populated state of He+ ions, is

(1) 2

(2) 3

(3) 4

(4) 5

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(3) 4

Excitation energy gained by the H–atom, in the first excited state (i.e. n = 2), is

E2 – E1 = (13.6 – 3.4) eV = 10.2 eV

For He+ ion, (z = 2); therefore, its energy, in an, excited state (n = n), is

∴ The energy, of He+ ion, is the first excited state (i.e., n = 2), is E'2 = -13.6eV

The energy E", of the He+ ion, after collosion with H–atoms;

E" - E2 + 10.2eV = 3.4eV

Let n be the quantum number of state, corresponding to an energy of –3.4 eV, in the He+ ion. Then

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