Hydrogen Spectrum: Blue Line w/ 434nm Wavelength

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    Hydrogen Spectrum
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The hydrogen spectrum features a blue line at a wavelength of 434nm, corresponding to photons emitted when an electron transitions from the fifth energy level to a lower level. The calculation using the Rydberg formula confirms that the lower energy level is 2. This transition is part of the Balmer series, which is the only series that falls within the visible spectrum. The solution process involves determining the values of n2 and confirming the energy level transition. The conclusion is that the lower energy level is indeed 2.
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Homework Statement


The hydrogen spectrum contains a blue line with a wavelength of 434nm. Photons of blue light are emitted when hydrogen's electron drops from the fifth energy level to a lower energy level. What is the lower energy level?


Homework Equations


1/wavelength = R [ 1/n2^2 - 1/n1^2]


The Attempt at a Solution


1/(4.34*10-7m)= (1.097 x 10^7 m^-1) [1/n2^2 - 1/5^2]
2,304,147/(1.097*10^7) = 1/n2^2-0.04
0.21n2^2=1
n2=2.182
thus i found that the lower energy level is 2 , is this correct ?
 
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Yes, if n2 = 2 it's called Balmer series and this is the only series that falls in the visible spectrum.
 
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