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If radiation corresponding to first line...

If radiation corresponding to first line of ''Balmer series'' of `He^(+)` ion is subjected to a smaple of `Ki^(+2)` ion (containing atoms in different energy states) and it causes ejection of photoelectron with non-zero kinetic energy then calculate least shell number in which the electron must be present in `Li^(+2)`.

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If radiation corresponding to first line "Balmer series" of He^(+) ion is subjected to a sample of Li^(+2) ion (containing atoms in different energy states) and it causes ejection of photo electron with non-zero kinetic energy then calculate least shell number in which the electron must be present in Li^(+2) .

If radiation corresponding to second line of "Balmer series" of Li^(+2) ion, knocked out electron from first excited state of H-atom, then kinetic energy of ejected electron would be:

If radiation corresponding to second line of "Balmer series" of Li^(+2) ion, knocked out electron from first excited state of H-atom, then kinetic energy of ejected electron would be:

If radiation corresponding to second line of "Balmer series" of Li^(+2) ion, knocked out electron from first excited state of H-atom, then kinetic energy of ejected electron would be:

If radiation correcsponding to second line of “Balmer series” of Li^(2+) ion, knocked out electron from first excited state of H-atom, then kinetic energy of ejected electron would be:

The wave number of first line of Balmer series of H-atom is 15200cm^(-1) . The wave number of first Balmer line of Li^(2+) ion is:

The wave number of first line of Balmer series of hydrogen is 152 cm^-1 . The wave number of the first Balmer line of Li^(2+) ion is

The wave number of the first line of Balmer series of hydrogen is 15200 cm ^(-1) The wave number of the first Balmer line of Li^(2+) ion is

The wave number of the first line of Balmer series of hydrogen is 15200 cm ^(-1) The wave number of the first Balmer line of Li^(2+) ion is