Given the values of ?H?rxn, ?S?rxn, and T below, determine ?Suniv.
a)?H?rxn=? 133kJ , ?S?rxn= 263J/K , T= 291K .
b)?H?rxn= 133kJ , ?S?rxn=? 263J/K , T= 291K .
c)?H?rxn=? 133kJ , ?S?rxn=? 263J/K , T= 291K .
d)?H?rxn=? 133kJ , ?S?rxn=? 263J/K , T= 553K .
NOTE: In general, the change in temperature of surroundings could be considered 0. There will be no change since the surroundings are huge ( for example, the ocean, the atmosphere, a mountain, and so on).
Assume T = constant
If T of surrounding is constant
Let Qsurrounding = -Hrxn
The heat gained/lost by the surrounding is equal to the heat lost/gained by the system
Entropy is given by
S = Q/T = -H/T
Let us calculate the entropy of the surroundings for each case
a)
S surrounding = -H/T = -(-133 kJ) / 291 K = 0.457 kJ/K
S universe = S system + S surrounding = 0.263 kJ/K + 0.457 kJ/K = 0.72 kJ/K or 720 J/K
b)
S surrounding = -H/T = -(133 kJ) / 291 K = -0.457 kJ/K
S universe = S system + S surrounding = -0.263 kJ/K -0.457 kJ/K = -0.72 kJ/K or -720 J/K
c)
S surrounding = -H/T = -(-133 kJ) / 291 K = 0.457 kJ/K
S universe = S system + S surrounding = -0.263 kJ/K + 0.457 kJ/K = 0.194 kJ/K or 194 J/K
d)
S surrounding = -H/T = -(-133 kJ) / 553 K = +0.241 kJ/K
S universe = S system + S surrounding = -0.263 kJ/K + 0.241 kJ/K = 0.022 kJ/K or 22 J/K
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