Calculate the wave number of the first line in the balmer series
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Answered by
1
Ans: As we know the energy of constant state for hydrogen species like Li^+2 or He^+ are multiple of integral type of Z^2 times the energy of hydrogen atom in stationary form
Hence the wave number of first line of ion = 3^2 * 15200 / cm
= 9 * 15200 / cm = 136800 / cm
Hope this answer suffice your question
Hence the wave number of first line of ion = 3^2 * 15200 / cm
= 9 * 15200 / cm = 136800 / cm
Hope this answer suffice your question
Answered by
6
Wave number of first line in the balmer series =

r=Rydberg constant=109677 per m. n=2 and (n+1)=3.
=> 109677×(1/4-1/9)=>109677×5/36 =15232.9 m approximately .Hope it helps you . Rydberg constant value is 109677 per m .
r=Rydberg constant=109677 per m. n=2 and (n+1)=3.
=> 109677×(1/4-1/9)=>109677×5/36 =15232.9 m approximately .Hope it helps you . Rydberg constant value is 109677 per m .
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