AP Chemistry · Topic 9.5

Free Energy and Equilibrium Practice

Part of Applications of Thermodynamics.(ENE-5.B)

Practice questions

10

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Sample questions

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  1. Sample 1difficulty 2/5

    ΔG = 0 corresponds to

    • A

      Equilibrium

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    • B

      Non-spontaneous

    • C

      Pure forward

    • D

      Spontaneous

    Why

    Equilibrium = no net driving force in either direction.

  2. Sample 2difficulty 3/5

    min G (eq.) ξ (extent) G

    The minimum on a G vs reaction extent plot represents:

    • A

      Where ΔG° = 0

    • B

      Where reactant only exists

    • C

      The equilibrium position where ΔG = 0

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    • D

      Where K = 0

    Why

    A reaction proceeds toward minimum free energy; at that minimum, the slope (ΔG with respect to ξ) is zero — equilibrium.

  3. Sample 3difficulty 3/5

    +ΔG° -ΔG° ln K K=1

    From ΔG° = -RT ln K, what is ΔG° when K = 1?

    • A

      ΔG° < 0

    • B

      Indeterminate without T

    • C

      ΔG° > 0

    • D

      ΔG° = 0

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    Why

    ln(1) = 0, so ΔG° = -RT(0) = 0 regardless of T.

  4. Sample 4difficulty 4/5

    Use ΔG° = -RT ln K with R = 8.314 J/(mol·K).

    ΔG° < 0 → K > 1 ΔG° = -RT ln K ΔG° > 0 → K < 1 ΔG° = 0 → K = 1

    A reaction has ΔG° = -10. kJ/mol at 298 K. What does this imply for K?

    • A

      K < 1

    • B

      K > 1

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    • C

      K = 1

    • D

      K = 0

    Why

    ΔG° = -RT ln K; negative ΔG° gives ln K > 0, so K > 1 and products are favored.

  5. Sample 5difficulty 4/5

    1/T ln K slope = -ΔH°/R

    The van't Hoff plot has a NEGATIVE slope. What does this indicate?

    • A

      ΔS° = 0

    • B

      K is independent of T

    • C

      The reaction is exothermic

    • D

      The reaction is endothermic (ΔH° > 0)

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    Why

    ln K = -ΔH°/R · (1/T) + ΔS°/R. A negative slope means -ΔH°/R < 0, i.e. ΔH° > 0 (endothermic).