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6) Imagine a molecule with three energy states at 0, 800, and 2000 J mol'' and probability distribution of energy given as P(8) = Ce-/kt. At a temperature of 300 K, calculate (a) (6 pts) the normalization constant C. C = (b) (6 pts) the probability of occupying each energy state. p(0) = (C) (6 pts) the average energy (E). p(800) = Workouts (E) = p(2000) = - 6) Imagine a molecule with three energy states at 0, 800, and 2000 J mol'' and probability distribution of energy given as P(8) = Ce-/kt. At a temperature of 300 K, calculate (a) (6 pts) the normalization constant C. C = (b) (6 pts) the probability of occupying each energy state. p(0) = (C) (6 pts) the average energy (E). p(800) = Workouts (E) = p(2000) =