Question: Consider a closed ( total energy is constant ) system with four atoms, each having only two allowed energy levels. Three atoms are identical, having

Consider a closed (total energy is constant) system with four atoms, each having only two allowed energy levels. Three atoms are identical, having energy levels of E=0 and E=E0(these are atoms 1,2, and 3). The fourth atom, atom A, has energy levels of E=0 and E=2E0. Suppose that the system has a total energy of 2Eo.
a. How many microstates, i.e. how many different configurations, are there when atom A is in the excited state )=(2E0?
b. How many microstates are there atom A is in the ground state )=(0?
c. What is more likely to be observed, that atom A will be in the E=0 level or the E=2E0 level? How much more likely, i.e. what is the probability? Explain your answer.
d. How would your answer to part c change if the system had a total energy of 3E0?
e. A different system consisting only of many atoms identical to atom 1 from above is placed in a container held at room temperature (300 K ). Assume that E0 is 410-21J. What fraction of the atoms will be in the excited state?
Consider a closed ( total energy is constant )

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