Answer Happy

I understand that theres 11 possible states within this energy
Lebel for q=6, and these probability numbers are coming from each
of those 11 (I think) but how did they come up with these
numbers ? Thanks!
(b) According to the fundamental assumption, all allowed system states with a given value of q are equally probable. Compute the probability of each energy level being occupied, for q = 6. Draw a graph of this probability as a function of the energy of the level. Solution: There are 11 cases for q = 6, so each of cases have a probability 1/11. From the bottom to top, occupancies at the each energy levels are 11 10 10 9 8 7 6 5 4 3 2 1 1 0 (3) " " 11' 11' 11' 11' 11 11'11' 11' 11 11 11' 11' 11' 11 There are so many states that have the occupancies 11/11 and 0/11. I will cut this as 5 states only. n €/n 10 15 20 1.0 0.8 0.6 0.4 0.2 5