1. The energy states of the hydrogen are displayed below. Calculate the probability, using Boltzmann statistics, that the hydrogen atom is in its 1st excited state at: A. Room temperature B. On the surface of the sun C. Elev 0 -0.54 -0.85 -1.51
1. The energy states of the hydrogen are displayed below. Calculate the probability, using Boltzmann statistics, that the hydrogen atom is in its 1st excited state at: A. Room temperature B. On the surface of the sun C. Elev 0 -0.54 -0.85 -1.51
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1. The energy states of the hydrogen are displayed below. Calculate the probability, using Boltzmann statistics, that the hydrogen atom is in its1st excited state at:

Transcribed Image Text:1. The energy states of the hydrogen are displayed below. Calculate the probability, using Boltzmann statistics, that the hydrogen
atom is in its 1st excited state at:
A. Room temperature
B. On the surface of the sun
C.
Elev
0
-0.54
-0.85
-1.51
-3.40
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