Calculate the change in Gibbs free energy for each of the following sets of ?H?rxn, ?S?rxn, and T.
Part A ?H?rxn=? 115 kJ ; ?S?rxn= 248 J/K ; T= 295 K
Part B ?H?rxn= 115 kJ ; ?S?rxn=? 248 J/K ; T= 295 K
Part C ?H?rxn=? 115 kJ ; ?S?rxn=? 248 J/K ; T= 295 K Express your answer using two significant figures.
Part D ?H?rxn=? 115 kJ ; ?S?rxn=? 248 J/K ; T= 565 K Express your answer using two significant figures.
Part E Predict whether or not the reaction in part A will be spontaneous at the temperature indicated.
Part F Predict whether or not the reaction in part B will be spontaneous at the temperature indicated.
Part G Predict whether or not the reaction in part C will be spontaneous at the temperature indicated.
Part H Predict whether or not the reaction in part D will be spontaneous at the temperature indicated.
1. A.
= -115*10^3 - 295*248
= -188160 joules Or -188.160 KJ
E. is negative so the reaction is spontaneous.
B. 115*10^3 -295*(-248)
= 188160 Joules or 188.160 KJ
F. As is positive in reaction B so it is not a spontaneous reaction.
C. -115*10^3 - 295*(-248)
= -41840 Joules or -41.840 KJ
G. As is negative so reaction C is not spontaneous.
D. -115*10^3 - 565*(-248)
= -25120 Joules or -25.120 KJ
H. is negative in D so the reaction is spontaneous.
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