calculate wavenumber of 1st line of balmer series
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μ =1/λ = R_{n} [1/ n_{1} ^{2} + 1/ n_{2^{2} }
= 1.097 x 10^{7} [1/ 2^{2} - 1/ 3^{2}
= 0.152 x 10^{7} m^{-1}
wave number = 1/0.152 x 10^{7}
=6.57 x 10^{-7} meter
= 1.097 x 10^{7} [1/ 2^{2} - 1/ 3^{2}
= 0.152 x 10^{7} m^{-1}
wave number = 1/0.152 x 10^{7}
=6.57 x 10^{-7} meter
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adithya7:
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656 nm
656 nmThe wavelength of the first line in the Balmer series of hydrogen spectrum is 656 nm. The wavelength of the last line in the Balmer series of hydrogen spectrum. As wavelength is cannot be negative. The wavelength of the last line in the Balmer series of hydrogen spectrum is 364 nm
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