The hydrogen -like species `Li^(2+)` is in a spherically sysmmetric state `S_(1)` with one node ,Upon ansorbing light , the ion undergoes transition to a state `S_(2)` The state `s_(2)` has one radial node and its energy is equal is to the ground state energy of the hydrogen atom The orbital momentum number of teh state `S_(2)` is

The hydrogen -like species `Li^(2+)` is in a spherically sysmmetric st

1.	The hydrogen -like species `Li^(2+)` is in a spherically sysmmetric state `S_(1)` with one node ,Upon ansorbing light , the ion undergoes transition to a state `S_(2)` The state `s_(2)` has one radial node and its energy is equal is to the ground state energy of the hydrogen atom The orbital momentum number of teh state `S_(2)` is
Answer» Correct Answer - B `S_(2)` has one radial node `E_(S_2) = E_(H) (given)` `or (-13.6)/(n^(2)) xx 2^(2) = (-13.6)/(1^(2)) xx 1^(2)` `or n = 3` Radial nodes ` = n - l- 1 = 1` `or 3 - 1 - l- 1= 1` `or l = 1` This means `S_(2)` is `3p` The orbital angular momentum quantum number means azimuthal quantum numner which is `1` in this case

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