au The internal pressure of a gas, π = av), is a measure of intermolecular forces, because it indicates a change in internal energy as the molecules get closer or further apart, without temperature changing. au = a Calculate the change in internal Vm 2. T i) Using the van der Waals equation of state, T = energy, AU, when 1.5 mols of acetone (a 1 = 16 l²atm/mol²), expands from 2 liters to 5 liters at a constant temperature. ii) Would this change in internal energy be greater or smaller for an ideal gas? Why?

Chemistry & Chemical Reactivity
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Author:John C. Kotz, Paul M. Treichel, John Townsend, David Treichel
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Chapter5: Principles Of Chemical Reactivity: Energy And Chemical Reactions
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The internal pressure of a gas, π =
au
dv)T'
is a measure of intermolecular forces, because it indicates
a change in internal energy as the molecules get closer or further apart, without temperature changing.
= a Calculate the change in internal
1
Vm
T
energy, AU, when 1.5 mols of acetone (a = 16 l² atm/mo1²), expands from 2 liters to 5 liters at a
constant temperature.
ii) Would this change in internal energy be greater or smaller for an ideal gas? Why?
i) Using the van der Waals equation of state, T
=
au
Transcribed Image Text:The internal pressure of a gas, π = au dv)T' is a measure of intermolecular forces, because it indicates a change in internal energy as the molecules get closer or further apart, without temperature changing. = a Calculate the change in internal 1 Vm T energy, AU, when 1.5 mols of acetone (a = 16 l² atm/mo1²), expands from 2 liters to 5 liters at a constant temperature. ii) Would this change in internal energy be greater or smaller for an ideal gas? Why? i) Using the van der Waals equation of state, T = au
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