3) For the two level system with the energy indicated in the figure below, calculate (a) the probability (P2) of occupying the second energy level at a temperature of 1000 K. P2 = 1000 cm1 (b) the molar internal energy Um at a temperature of 1000 K. Um = (c) the temperature (7) at which the probability of - occupying the ground state is 40%. T=

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Chapter1: Chemical Foundations
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3) For the two level system with the energy indicated in the figure below, calculate
(a) the probability (p2) of occupying the second
level at a temperature of 1000 K.
energy
P2
1000 cm1
(b)
the molar internal energy Um at a temperature of
1000 K.
Um
%3D
(c)
the temperature (T) at which the probability of
occupying the ground state is 40%. T=
Transcribed Image Text:3) For the two level system with the energy indicated in the figure below, calculate (a) the probability (p2) of occupying the second level at a temperature of 1000 K. energy P2 1000 cm1 (b) the molar internal energy Um at a temperature of 1000 K. Um %3D (c) the temperature (T) at which the probability of occupying the ground state is 40%. T=
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