Exam 17: Entropy Free Energy and Equilibrium

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Using the thermodynamic data provided below, calculate Ka for HCN(aq) at 25 ∘\circ . \Delta(/) (/\cdot) (aq) 0 0 (aq) 151.0 117.99 (aq) 105.4 128.9

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Sulfur can be separated from lead in the mineral galena, PbS(s), by "roasting" the ore in the presence of oxygen as shown in the following reaction: 2PbS(s) + 3O2(g) →\rarr 2PbO(s) + 2SO2(g) Determine Δ\Delta G for the above reaction at 850 ∘\circ C. \Delta(/) (/\cdot) (s) -94.3 91.2 (g) 0 205.0 (s) -217.86 69.45 (g) -296.4 248.5

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Hydrogen peroxide (H2O2) decomposes according to the equation H2O2(l) →\rarr H2O(l) + 1/2O2(g).Calculate Kp for this reaction at 25 ∘\circ C. Δ\Delta H ∘\circ = -98.2 kJ/mol, Δ\Delta S ∘\circ = 70.1 J/K·mol)

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Using the thermodynamic data provided below, calculate Ksp for ZnS(s) at 25 ∘\circ . \Delta(/) (/\cdot) (aq) -152.4 -106.5 (aq) 41.8 22 (s) -203 57.7

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Which of these species has the highest entropy (S ∘\circ ) at 25 ∘\circ C

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Which of the following is consistent with an exothermic reaction that is nonspontaneous at high temperatures

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Which one of the following reactions would you expect to have the lowest Δ\Delta S ∘\circ

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For the reaction 3H2(g) + N2(g) ⇋\leftrightharpoons 2NH3(g), Kc = 9.0 at 350 ∘\circ C. Calculate Δ\Delta G ∘\circ at 350 ∘\circ C.

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For the reaction 2NO(g) + O2(g) →\rarr 2NO2(g) if initially P(NO) = 1.5 atm, P(O2) = 1.4 atm, and P(NO2) = 2.0 atm, calculate Δ\Delta G for this reaction at 25 ∘\circ C. The following data is valid at 25 ∘\circ C: \Delta(/) 86.7 51.8

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The normal freezing point of ammonia is -78 ∘\circ C. Predict the signs of Δ\Delta H, Δ\Delta S, and Δ\Delta G for ammonia when it freezes at -80 ∘\circ C and 1 atm: NH3(l) →\rarr NH3(s). \Delta \Delta \Delta A. - - 0 B. - + - C. + - + D. + + 0 E. - - -

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Consider the reaction CO(g) + 2H2(g) ⇋\leftrightharpoons CH3OH(l) at 25 ∘\circ C. Δ\Delta G ∘\circ f (CO) = -137.3 kJ/mol Δ\Delta G ∘\circ f (CH3OH) = -166.3 kJ/mol Δ\Delta H ∘\circ f (CO) = -110.5 kJ/mol Δ\Delta H ∘\circ f (CH3OH) = -238.7 kJ/mol S ∘\circ (CO) = 197.9 J/K·mol S ∘\circ (CH3OH) = 126.8 J/K·mol Calculate Δ\Delta G ∘\circ at 25 ∘\circ C.

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The following reaction is nonspontaneous at 25 ∘\circ C: Cu2O(s) →\rarr 2Cu(s) + 1/2O2(g), Δ\Delta G ∘\circ = 141 kJ/mol If Δ\Delta S ∘\circ = 75.8 J/K·mol, what is the lowest temperature at which the reaction will be spontaneous

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The entropy of a perfectly ordered crystalline substance at 0 K is 0 J/mol.

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Which response includes all the following processes that are accompanied by an increase in entropy 1) 2SO2(g) + O2(g) →\rarr SO3(g) 2) H2O(l) →\rarr H2O(s) 3) Br2(l) →\rarr Br2(g) 4) H2O2(l) →\rarr H2O(l) + 1/2O2(g)

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The expansion of an ideal gas into a vacuum is expected to be spontaneous at high temperature only.

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With respect to the system only, a reaction with Δ\Delta H > 0 and Δ\Delta S < 0 is predicted to be:

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With respect to the system only, a reaction with Δ\Delta H < 0 and Δ\Delta S > 0 is predicted to be:

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For the reaction SbCl5(g) ⇋\leftrightharpoons SbCl3(g) + Cl2(g), Δ\Delta G ∘\circ f (SbCl5) = -334.34 kJ/mol Δ\Delta G ∘\circ f (SbCl3) = -301.25 kJ/mol Δ\Delta H ∘\circ f (SbCl5) = -394.34 kJ/mol Δ\Delta H ∘\circ f (SbCl3) = -313.80 kJ/mol Calculate Δ\Delta G at 800 K and 1 atm pressure (assume Δ\Delta S ∘\circ and Δ\Delta H ∘\circ do not change with temperature).

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For the reaction HCONH2(g) ⇋\leftrightharpoons NH3(g) + CO(g), Kc = 4.84 at 400 K. If Δ\Delta H ∘\circ for this reaction is 29 kJ/mol, find Kc at 500 K.

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For the reaction SbCl5(g) ⇋\leftrightharpoons SbCl3(g) + Cl2(g), Δ\Delta G ∘\circ f (SbCl5) = -334.34 kJ/mol Δ\Delta G ∘\circ f (SbCl3) = -301.25 kJ/mol Δ\Delta H ∘\circ f (SbCl5) = -394.34 kJ/mol Δ\Delta H ∘\circ f (SbCl3) = -313.80 kJ/mol Calculate the value of the equilibrium constant (Kp) at 800 K and 1 atm pressure.

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