Using relation,
1/lambda = (1.097 x 10^-2 nm^-1)(1/3^2 - 1/6^2)
1/lambda = 1.097 x 10^-2 nm^-1 x 0.0833
Wavelength, lambda = 1090 nm
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Use the Bohr model to find the second longest wavelength of light in the Paschen series for a triply-ionized Be atom (Z = 4). Recall that the Paschen series corresponds to transitions to the second excited state (n = 3). 13.5 nm O 117 nm O 73.0 nm 41.1 nm O 80.2 nm
Use the Bohr model to find the second longest wavelength of light in the Paschen series for a triply-ionized Be atom (Z = 4). Recall that the Paschen series corresponds to transitions to the second excited state (n = 3). 13.5 nm O 117 nm O 73.0 nm O 41.1 nm 80.2 nm
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Use the Bohr model to find the second longest wavelength of light in the Paschen series for a doubly-ionized Li atom (Z = 3). Recall that the Paschen series corresponds to transitions to the second excited-state (n = 3 level). O 13.5 nm 117 nm O 143 nm O 41.1 nm 209 nm
Use the Bohr model to find the second longest wavelength of light in the Paschen series for a doubly-ionized Li atom (Z = 3). Recall that the Paschen series corresponds to transitions to the second excited-state (n = 3 level). O 13.5 nm 117 nm O 143 nm O 41.1 nm 209 nm
Use the Bohr model to find the second longest wavelength of light in the Paschen series for a doubly-ionized Li atom (Z = 3). Recall that the Paschen series corresponds to transitions to the second excited-state (n = 3 level). a) 13.5 nm b) 117 nm c) 143 nm d) 41.1 nm e) 209 nm
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