1. The problem statement, all variables and given/known data For six indistinguishable particles obeyed Fermi Dirac statistics where multiplicity, Ω = 162, g = 3 (degeneracy), U = 7 a. Find the total number of macro states. Answer in book: 8. Idk why b. Calculate the thermodynamic probability, W of each macro state. d. Find the average occupation number of each state Answer: 2.27,1.722,1.056,0.667,0.0222,0.056 BOOK MIGHT BE WRONG. 2. Relevant equations W = ∏(over j) gj! / (gj-Nj)!Nj! <Nj> = Ω^-1 * ∑(over k) NjkWk 3. The attempt at a solution I drew out 6 macro states. I got thermo prob of 9, 27, 9,81,9,9 and the occupation numbers didn't match up.