Consider a diatomic molecule, and assume that we can treat the quantum energy levels of the molecule as a two-state system. the low-energy state el of each molecule has no rotational energy, and the high-energy state eh has rotational energy. the energy difference eh – el = a = 3.2 x 10-22 j. 12) at what temperature is the probability of finding the low-energy state equal to 0.75? a. 5.2 k b. 63 k c. 21 k d. 0.15 k e. 156 k 13) assuming that we can freely adjust the temperature, what is the smallest probability we would ever find for the probability of the low-energy state? a. 0.50 b. 0.19 c. 0.75 d. 0.72 e. 0