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The Bohr model for the hydrogen atom can be extended to cover other atoms when they are stripped free of all but one electron. When this occurs, the energy levels for the single electron in an atom with atomic number, Z, are given by En = ((-13.6 ev)z?)/(n²) (see Example 42.4). Calculate the electron energy for the first five energy levels (n = 1 to n= 5) of ionized chlorine (CI16+). E = ev E2 = ev Ez = ev E4 = ev Es = ev

The Bohr model for the hydrogen atom can be extended to cover other atoms when they are stripped free of all but one electron. When this occurs, the energy levels for the single electron in an atom with atomic number, Z, are given by En = ((-13.6 ev)z?)/(n²) (see Example 42.4). Calculate the electron energy for the first five energy levels (n = 1 to n= 5) of ionized chlorine (CI16+). E = ev E2 = ev Ez = ev E4 = ev Es = ev

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The Bohr model for the hydrogen atom can be extended to cover other atoms when they are stripped free of all but one electron. When this occurs, the energy levels for the single electron in an atom with atomic number, Z, are given by En = ((-13.6 eV)Z²)/(n²) (see Example 42.4). Calculate the electron energy for the first five energy levels (n = 1 to n = 5) of ionized chlorine (Ci16+). E1 = ev E2 = ev E3 = ev E4 = ev Es = ev
Transcribed Image Text:The Bohr model for the hydrogen atom can be extended to cover other atoms when they are stripped free of all but one electron. When this occurs, the energy levels for the single electron in an atom with atomic number, Z, are given by En = ((-13.6 eV)Z²)/(n²) (see Example 42.4). Calculate the electron energy for the first five energy levels (n = 1 to n = 5) of ionized chlorine (Ci16+). E1 = ev E2 = ev E3 = ev E4 = ev Es = ev
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