Van't Hoff studied the temperature dependence of the equilibrium constant, K, using two expressions for the standard Free Energy of a reaction; AG° = - RT In K and AG° = AH° - TAS°. These can be combined in the form of a linear equation, which allows the calculation of the standard enthalpy and entropy changes of a reaction, based on the change of the equilibrium constant, K, with temperature. AH° AS In K = - (*)-(A) R R A reaction is carried out at two temperatures, in an ice bath (0.00°C) and in a boiling water bath (100.00°C). The equilibrium constant, K, is determined at each temperature. At 0.00°C, its value is 5.50E-4. At 100.00°C, its value is 3.22E-4. From this information, determine the values of the following thermodynamic functions for this reaction. Assume that AH° and AS° are independent of temperature, which is generally true over small temperature ranges. What is the value of AH°, in kJ? Submit Answer Tries 0/99 What is the value of AS°, in J/K? Submit Answer Tries 0/99
Van't Hoff studied the temperature dependence of the equilibrium constant, K, using two expressions for the standard Free Energy of a reaction; AG° = - RT In K and AG° = AH° - TAS°. These can be combined in the form of a linear equation, which allows the calculation of the standard enthalpy and entropy changes of a reaction, based on the change of the equilibrium constant, K, with temperature. AH° AS In K = - (*)-(A) R R A reaction is carried out at two temperatures, in an ice bath (0.00°C) and in a boiling water bath (100.00°C). The equilibrium constant, K, is determined at each temperature. At 0.00°C, its value is 5.50E-4. At 100.00°C, its value is 3.22E-4. From this information, determine the values of the following thermodynamic functions for this reaction. Assume that AH° and AS° are independent of temperature, which is generally true over small temperature ranges. What is the value of AH°, in kJ? Submit Answer Tries 0/99 What is the value of AS°, in J/K? Submit Answer Tries 0/99
Chemistry
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ISBN:9781305957404
Author:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
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Chapter1: Chemical Foundations
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Van’t Hoff equation at two separate temperatures; I have an idea of where to start but still am confused

Transcribed Image Text:Van't Hoff studied the temperature dependence of the equilibrium constant, K, using two expressions for the standard Free Energy of a reaction; AG° =
- RT In K and AG° = AH° - TAS°. These can be combined in the form of a linear equation, which allows the calculation of the standard enthalpy and
entropy changes of a reaction, based on the change of the equilibrium constant, K, with temperature.
AH°
AS
In K = -
(FDG)
A reaction is carried out at two temperatures, in an ice bath (0.00°C) and in a boiling water bath (100.00°C).
The equilibrium constant, K, is determined at each temperature. At 0.00°C, its value is 5.50E-4. At 100.00°C, its value is 3.22E-4.
From this information, determine the values of the following thermodynamic functions for this reaction. Assume that AH° and AS° are independent of
temperature, which is generally true over small temperature ranges.
What is the value of AH°, in kJ?
Submit Answer Tries 0/99
What is the value of AS°, in J/K?
Submit Answer Tries 0/99
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