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The longest wavelength of ` He^(+)` in paschen series is "m", then shortest wavelenght of `Be^(+3)` in Pacchen series is( in terms of m):A. `(7)/(64)m`B. `(5)/(36)m`C. mD. `(53)/(8)m` |
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Answer» Correct Answer - A `(1)/(lamda_(He^(+)))=RZ^(2)[(1)/(n_(1)^(2))-(1)/(n_(2)^(2))]` `(1)/(m)=Rxx4[(1)/(9)-(1)/(16)]=(7R)/(36)`. . . .(i) `(1)/(lamda_(Be^(3+)))=Rxx16[(1)/(9)-(1)/(infty)]=(16R)/(9)` .. . .(ii) Dividing eq. (i) by (ii) `(lamdaBe^(3+)))/(m)=(7xx9)/(16xx36)` `lamda_(Be^(3+))=(7)/(64)m` |
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