Suppose that the temperature $T$ is about $T_{E} / 9$ for a certain Einstein solid. The probability that an oscillator in that solid will have one unit of energy is closest to
(Hint: See equation $T 4.32$ for how to calculate $Z$.)
Equation T4.32:
$$1+x+x^{2}+\ldots=\frac{1}{1-x}$$
A) 1
B) $1 / 9$
C) $1 / 81$
D) $1 / 8000$
E) $1 / 10^{9}$

Question

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The Answer of Suppose that the temperature $T$ is about $T_{E} / 9$ for a certain Einstein solid. The probability that an oscillator in that solid will have one unit of energy is closest to
(Hint: See equation $T 4.32$ for how to calculate $Z$.)
Equation T4.32:
$$1+x+x^{2}+\ldots=\frac{1}{1-x}$$
A) 1
B) $1 / 9$
C) $1 / 81$
D) $1 / 8000$
E) $1 / 10^{9}$

Suppose That the Temperature TTT Is About TE/9T_{E} / 9TE​/9 For a Certain Einstein Solid

Suppose That the Temperature $T$ Is About $T_{E} / 9$ For a Certain Einstein Solid