7. ] Calculate Kp at 600. K for the reaction N₂O4(1) ↔2NO2(g) assuming that A,H is constant over the interval 298-725 K. AH(N₂O4,1)=9.16 kJ mol-¹ AH(NO2,g) = 33.18 kJ mol-¹ AG(N₂O4,1)=97.89 kJ mol-¹ AG (NO2,g) = 51.31 kJ mol-¹
7. ] Calculate Kp at 600. K for the reaction N₂O4(1) ↔2NO2(g) assuming that A,H is constant over the interval 298-725 K. AH(N₂O4,1)=9.16 kJ mol-¹ AH(NO2,g) = 33.18 kJ mol-¹ AG(N₂O4,1)=97.89 kJ mol-¹ AG (NO2,g) = 51.31 kJ mol-¹
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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![7.
] Calculate Kp at 600. K for the reaction N₂O4(1) 2NO₂(g) assuming that A,H is
constant over the interval 298-725 K.
AH(N₂O4) = 9.16 kJ mol-¹
AH(NO2,g) = 33.18 kJ mol-¹
AG°(N₂04,1)=97.89 kJ mol-¹
AG (NO2.g) = 51.31 kJ mol-¹](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F71cf46a5-6f58-427d-9cf2-c3c8b7464de4%2F79e46c75-841c-45e7-ab75-d68b15e2ed88%2F9u412wi_processed.png&w=3840&q=75)
Transcribed Image Text:7.
] Calculate Kp at 600. K for the reaction N₂O4(1) 2NO₂(g) assuming that A,H is
constant over the interval 298-725 K.
AH(N₂O4) = 9.16 kJ mol-¹
AH(NO2,g) = 33.18 kJ mol-¹
AG°(N₂04,1)=97.89 kJ mol-¹
AG (NO2.g) = 51.31 kJ mol-¹
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