Consider the following energy levels, each capable of holding two particles:

E = 3Eo
E = 2Eo
E = Eo XX
(a) Draw all possible arrangements of the two particles in the three energy levels.
(b) Based on the greatest number of microstates belonging to a given state of total energy, what is the most probable energy of this system? Hint: Assume that each particle has its own energy and the total energy is the sum of the energies of each particle. Hence the energy of the configuration shown above would be 2Eo= Eo(particle 1) + Eo(particle 2). Also assume the particles are indistinguishable from each other.
(c) Now assume that the energy available to each particle is given by (where R is the universal gas constant and T is the Kelvin temperature). If Eo = , what is the most probable energy of the system in at 25oC?