(a) Interpretation: The reason for the negative value of Δ S ∘ when number of gaseous molecules increases in a system needs to be determined. Concept introduction: Entropy is defined as degree of randomness in a system. It is due to the random motion of molecules in the reaction system. The entropy of a gaseous system is more than a liquid system as gaseous molecules are in constant motion. If number of gaseous molecules increases, entropy also increases.
(a) Interpretation: The reason for the negative value of Δ S ∘ when number of gaseous molecules increases in a system needs to be determined. Concept introduction: Entropy is defined as degree of randomness in a system. It is due to the random motion of molecules in the reaction system. The entropy of a gaseous system is more than a liquid system as gaseous molecules are in constant motion. If number of gaseous molecules increases, entropy also increases.
Solution Summary: The author explains that entropy is defined as degree of randomness in a system, due to the random motion of molecules in the reaction system.
The reason for the negative value of ΔS∘ when number of gaseous molecules increases in a system needs to be determined.
Concept introduction:
Entropy is defined as degree of randomness in a system. It is due to the random motion of molecules in the reaction system. The entropy of a gaseous system is more than a liquid system as gaseous molecules are in constant motion. If number of gaseous molecules increases, entropy also increases.
Interpretation Introduction
(b)
Interpretation:
The reason for ΔS∘ value to be independent of T needs to be explained.
Concept introduction:
Entropy is defined as degree of randomness in a system. It is due to the random motion of molecules in the reaction system. The entropy of a gaseous system is more than a liquid system as gaseous molecules are in constant motion. If temperature of a system is increased, the random movement of molecules of gases increases.
Interpretation Introduction
(c)
Interpretation:
The reason for a solid to have lower entropy than liquid needs to be explained.
Concept introduction:
Entropy is defined as degree of randomness in a system. It is due to the random motion of molecules in the reaction system. The entropy of a gaseous system is more than a liquid system as gaseous molecules are in constant motion.
Check the box under each structure in the table that is an enantiomer of the molecule shown below. If none of them are, check the none of the above box under
the table.
Molecule 1
Molecule 2
Molecule 3
----|||
Molecule 4
Molecule 5
Molecule 6
none of the above
mm..
Use the vapor-liquid equilibrium data at 1.0 atm. for methanol-water (Table 2-8 ) for the following:
If the methanol vapor mole fraction is 0.600, what is the methanol liquid mole fraction?
Is there an azeotrope in the methanol-water system at a pressure of 1.0 atmospheres?
If water liquid mole fraction is 0.350, what is the water vapor mole fraction?
What are the K values of methanol and of water at a methanol mole fraction in the liquid of 0.200?
What is the relative volatility αM-W at a methanol mole fraction in the liquid of 0.200?
Check the box under each structure in the table that is an enantiomer of the molecule shown below. If none of them are, check the none of the above box under
the table.
||
|II*****
Molecule 1
|
Molecule 4
none of the above
Molecule 2
Molecule 3
Х
mm...
C
---|||
***
Molecule 5
Molecule 6
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The Laws of Thermodynamics, Entropy, and Gibbs Free Energy; Author: Professor Dave Explains;https://www.youtube.com/watch?v=8N1BxHgsoOw;License: Standard YouTube License, CC-BY