00:01
Now in this question we have a hypothetical atom called seasium.
00:06
And this is the energy level scheme.
00:09
So given this energy level, you want to find how much energy is required to ionize the electron from the ground level.
00:17
That is, if the atom is in the ground states over here and it goes to 1, well, the energy would just be taking the energy at infinity, minus away the energy at the ground state.
00:31
And as we know because the values given here are negative, instead it is with respect or with reference to the ionization energy.
00:42
So the ionization energy must be 0 ev.
00:46
Therefore the amount of energy required is 0 minus negative 20, which is 20 ev.
00:57
Now for the next part, we are told that it actually starts it absorbs an 18 ev photon.
01:09
So from the ground state, absorbed 18 ev goes up all the way to the n equals to 4 state, right? because negative 20ev plus 18 gives us negative 2ev.
01:26
So it must be in the n equals to 4.
01:29
And we want to find, we ask ourselves what is the possible energies that the emitted photons can have, right, as it returns to the ground state.
01:38
So there are quite a few possible transitions.
01:41
I'm going to go through over here.
01:43
First is a single emission all the way down directly.
01:47
This would be 18 ev.
01:51
We have another possible transition that goes half way down...