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4.57. For the equation 2H20 (g) 2H2 (g)+ 02 (g) -241.8 kJ and AG(25°C) = -228.61 kJ. Use the AH(25°C) Gibbs-Helmholtz equatio
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The complete calculation of the temperature is given as below:-

Reaction is given by :- 2H₂(g) + O2(g) 2H20 (2) 0 cora – 241.8kJ and OG (25°c) = -228,61 KT T= 25°C = (25+273) = 298 K = Temp-228.61kJ = -241.8kJ - 298 KxOS 07 298 @s) = (-24118 + 228.61) kJ = -13.1965) or AS = -13.19 xlos - - - 13190 JK 298 since 1k, we have Further, it DG=0 Then from equation 0= OH -TAS or TAS =DH AH = T = -241.8kJ -44 262 J/K or DS on T = 5,463 x103 k =

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4.57. For the equation 2H20 (g) 2H2 (g)+ 02 (g) -241.8 kJ and AG(25°C) = -228.61 kJ. Use the AH(25°C) Gibbs-Helm...
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