Solution :-
MnO2(s) + Cu(s) + 4H^+(aq) ---- > Mn^2+(aq) + Cu^2+(aq) + 2H2O(l)
Part a) using the given thermochemical data we can find the enthalpy change of the reaction and determine the shift in the equilibrium when temperature is increased.
Delta H rxn= sum of delta H product – sum of delta H reactant
=[(Mn^2+*1)+(Cu^2+*1)+(H2O*2)]-[(MnO2*1)+(Cu*1)+(H^+*4)]
=[(-219.4*1)+(64.9*1)+(-285.8*2)]-[(-520*1)+(0*1)+(0*4)]
= -206.1 kJ/mol
Since the reaction is having negative enthalpy change therefore reaction is exothermic
For the exothermic reaction when the temperature is increased then reaction will shift to left (reactant ) side.
Part b)
Lets calculate the entropy change for the reaction
Delta S rxn= sum of delta S product – sum of delta S reactant
=[(Mn^2+*1)+(Cu^2+*1)+(H2O*2)]-[(MnO2*1)+(Cu*1)+(H^+*4)]
=[(-78.8*1)+(-98.0*1)+(70.0*2)]-[(53.1*1)+(33.2*1)+(0.00*4)]
= -122.4 J/K
Now using the delta H and delta S we can find the delta G
Delta G= delta H – (T*delta S)
= -206.1 kJ/mol – (298K * (-0.1224 kJ/K))
= -169.6 kJ
-169.6 kJ * 1000 J/1kJ= -169600 J
Now using the delta G value we can find the equilibrium constant
Delta G= - RT ln K
-169600 J = - 8.314 J per mol K 298 K ln K
-169600 J / ( - 8.314 J per mol K * 298 K) = ln K
68.45 = ln K
Anti ln (68.45 ) = K
5.34*10^29 = K
Therefore the equilibrium constant of the reaction is 5.34*10^29
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