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1. A rare gas has N atoms per m3. If electronic polarizability of single atom of this gas is a e, then





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MCQ->Assertion (A): Electronic polarizability increases as atoms becomes larger.Reason (R): For rare gas, ∈0(∈r - 1) E = Na e, where N is number of atoms/m3 and a e is electronic polarizability of material.

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MCQ->A rare gas has N atoms per m3. If electronic polarizability of single atom of this gas is a e, then....
MCQ->If the radius of electron cloud around the nucleus of a rare gas atom is R, the electronic polarizability of the atom is porportional to....
MCQ->Assertion (A): In Figure, the intercept of the line on y-axis is equal to N (a e + a i), where N is number of atoms/m3, a e is electronic polarizability and a i is ionic polarizability.Reason (R): a e and a i are independent of temperature.

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MCQ->As the atoms of rare gases become larger, electronic polarizability....
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