Please help me with this questions(a to f)

gure 1 - 1 9 10 11 0041 008 0205 0410 0830 Figure 1. The possible macrostates of an assembly. The energy levels are equally spaced and are each 3-fold degenerate. The thermodynamic probability of each macrostate Is glven at the bottom and the average occupation number of each level is printed on the right of the diagram. 2283 63 135 135 ISO90 270 TO 100 216 135 5. Study Figure 1 carefully and answer the following. (All symbols have their usual meanings): [30] (a) Determine N? (b) What is the total energy of the system? (c) What is the total number of macrostates in the assembly (d) Calculate the total number of microstates in the assembly? (e) Which distribution has the largest thermodynamic probability What is the multiplicity of the macrostate having one particle with energy 3c, three particles with energy 1 and the remaining particles with no energy? (9) Show that N, = 1.60, as indicated in the diagram. (h) How will you check whether the assembly obeys Maxwell-Boltzman, Bose-Einstein or Fermi-Dirac statistics? 6 Page gure 1 - 1 9 10 11 0041 008 0205 0410 0830 Figure 1. The possible macrostates of an assembly. The energy levels are equally spaced and are each 3-fold degenerate. The thermodynamic probability of each macrostate Is glven at the bottom and the average occupation number of each level is printed on the right of the diagram. 2283 63 135 135 ISO90 270 TO 100 216 135 5. Study Figure 1 carefully and answer the following. (All symbols have their usual meanings): [30] (a) Determine N? (b) What is the total energy of the system? (c) What is the total number of macrostates in the assembly (d) Calculate the total number of microstates in the assembly? (e) Which distribution has the largest thermodynamic probability What is the multiplicity of the macrostate having one particle with energy 3c, three particles with energy 1 and the remaining particles with no energy? (9) Show that N, = 1.60, as indicated in the diagram. (h) How will you check whether the assembly obeys Maxwell-Boltzman, Bose-Einstein or Fermi-Dirac statistics? 6 Page