The wavenumber of the shortest wavelength transition in the balmer series of atomic hydrogen is
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The shortest wavelength transition in the Balmer series of atomic hydrogen corresponds to the transition of n = 2 to n = ∞
So, n = 2 → n = ∞.
Therefore, n₁ = 2, n₂ = ∞
v = RH (1/n²₁ - 1/n²₂) = (109677 cm⁻¹) (1/2² - 1/∞²) = 27419.25 cm⁻¹
So, n = 2 → n = ∞.
Therefore, n₁ = 2, n₂ = ∞
v = RH (1/n²₁ - 1/n²₂) = (109677 cm⁻¹) (1/2² - 1/∞²) = 27419.25 cm⁻¹
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