What is the wavelength of light in nanometers that corresponds to the Balmer line from an n=12 transition? (Balmer lines end at an n=2.)
= B*(n2/(n2-m2))
is the wavelength.
B is a constant with the value of 3.6450682×10−7 m or 364.50682 nm.
m is equal to 2
n is an integer such that n > m.here n = 12
there fore = 3.6450682×10−7×(122/(122-22))
= 3.6450682×10-7×(144/(144-4))
= 3.6450682×10-7×1.02
= 3.7492×10-7
= 0.37492×10-8
= 0.37492 Ao
What is the wavelength of light in nanometers that corresponds to the Balmer line from an...
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