Consider the reaction described in the previous problems. Use the following expression, no.1 e-4/2kT %3D n2 to calculate the ratio of H atoms to H2 molecules in a hydrogen gas in thermal equilibrium with a reservoir at 904 K when there are 6 x 1020 molecules m3 of H2. Recall that A = 4 eV and that a convenient approximation for the quantum density is given by no= (1030 m-3)(m/m3/2(T/300 K)3/2, where the value of the temperature in K must be inserted for T, and the ratio of m/m, is the atomic mass (in atomic mass units, amu) for an atom, or the sum of atomic masses (in amu) for atoms in a molecule. Write the numerical answer in exponential form accurate to 2 decimal places, as described in the worksheet instructions (X.XXE+Y or X.XXE-Y).

Chemistry & Chemical Reactivity
10th Edition
ISBN:9781337399074
Author:John C. Kotz, Paul M. Treichel, John Townsend, David Treichel
Publisher:John C. Kotz, Paul M. Treichel, John Townsend, David Treichel
Chapter5: Principles Of Chemical Reactivity: Energy And Chemical Reactions
Section5.8: Product- Or Reactant-favored Reactions And Thermodynamics
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QUESTION 8
Consider the reaction described in the previous problems.
Use the following expression,
no.1
e 4/2kT
to calculate the ratio of H atoms to H2 molecules in a hydrogen gas in thermal equilibrium with a reservoir
at 904 K when there are 6 x 1040 molecules m
-3
of H2.
Recall that A = 4 eV and that a convenient approximation for the quantum density is given by
no=(1030 m-3)(m/m3/2(T/300 K)3/2,
where the value of the temperature in K must be inserted for T, and the ratio of m/m, is the atomic mass
(in atomic mass units, amu) for an atom, or the sum of atomic masses (in amu) for atoms in a molecule.
Write the numerical answer in exponential form accurate to 2 decimal places, as described in the
worksheet instructions (X.XXE+Y or X.XXE-Y).
Click Save and Submit to save and submit. Click Save All Answers to save all answers.
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Transcribed Image Text:QUESTION 8 Consider the reaction described in the previous problems. Use the following expression, no.1 e 4/2kT to calculate the ratio of H atoms to H2 molecules in a hydrogen gas in thermal equilibrium with a reservoir at 904 K when there are 6 x 1040 molecules m -3 of H2. Recall that A = 4 eV and that a convenient approximation for the quantum density is given by no=(1030 m-3)(m/m3/2(T/300 K)3/2, where the value of the temperature in K must be inserted for T, and the ratio of m/m, is the atomic mass (in atomic mass units, amu) for an atom, or the sum of atomic masses (in amu) for atoms in a molecule. Write the numerical answer in exponential form accurate to 2 decimal places, as described in the worksheet instructions (X.XXE+Y or X.XXE-Y). Click Save and Submit to save and submit. Click Save All Answers to save all answers. Save All Ans Type here to search
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