1)When delta G= 0; a system is at equilibrium. Use values for delta H and delta S to determine the temperature at which the following system would reach equilibrium.
N2(g)+ O2(g)--->2NO(g)
2)Complete te following table:
Enthalpy change delta H, Etropy change delta S, Predicted Sign for delta G.
+(positive) -(negatve) ?
+(positive) -(negative) ?
-(negative) -(negative) ?
-(negative) +(positive) ?
1)
DG = DH-TDS
DG = 0 (at equilibrium)
so
0 = DH-TDS
T = DH/DS
...............................................................................................
Use the eq. DG = DH -TDS
Enthalpy change delta H, Etropy change delta S, Predicted Sign for delta G.
+(positive) -(negatve) +(positive)
+(positive) -(negative) +(positive)
-(negative) -(negative) AT low temperature -ve
At high temperature +ve
-(negative) +(positive) -ve(negative)
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