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The balmer series occurs between the wavelength of `[R = 1.0968 xx 10^7 m^-1]`.A. `4623 Å "to" 6563 Å`B. `1243 Å "to" 6563 Å`C. `3647 Å "to" 6563 Å`D. `3647 Å "to" 7210 Å` |
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Answer» Correct Answer - C ( c) For Balmer series `(1)/(lamda) = R[(1)/(2^2) -(1)/(n^2)]` where `n = 3,4,5,….oo` The obtain the limits for Balmer series `n = 3` and `n = oo` respectively. `lamda_(max) (n=3) = (1)/(R[(1)/(2^2) -(1)/(3^2)]] = (36)/(5 R)` =`(36)/(5 xx 1.0968 xx 10^7) m = 6563 Å` `lamda_(min) (n = oo) = (1)/(R[(1)/(2^2) -(1)/(oo^2)]] = (4)/(R)` =`(4)/(1.0968 xx 10^7) m = 3647 Å`. |
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