Cards (85)

  • What does entropy measure in a system?
    Disorder or randomness
  • The second law of thermodynamics implies that the entropy of the universe as a whole is continually increasing.

    True
  • What does the Boltzmann entropy equation relate entropy to?
    Number of microstates
  • How does temperature affect entropy?
    Increases entropy
  • Higher temperatures increase entropy by providing more kinetic energy to molecules.

    True
  • Melting ice increases entropy as water molecules gain freedom of movement.

    True
  • What is the relationship between entropy and microstates?
    More microstates, higher entropy
  • What happens to entropy in an isolated system at equilibrium according to the second law?
    It is maximized
  • The Boltzmann entropy equation shows that entropy is directly proportional to the number of microstates.
    False
  • Higher temperatures increase entropy by providing more kinetic energy to molecules.
  • Order the phases of matter from lowest to highest entropy:
    1️⃣ Solid
    2️⃣ Liquid
    3️⃣ Gas
  • Match the factor with its influence on entropy:
    Phase Changes ↔️ Solid < Liquid < Gas
    Temperature ↔️ Higher temperature increases entropy
    Complexity of Molecules ↔️ More complex molecules increase entropy
    Pressure ↔️ Lower pressure increases entropy
  • An increase in entropy often favors spontaneous reactions because the products have more freedom and arrangements.
  • A positive ΔS makes ΔG more negative, favoring spontaneity.
  • A negative ΔG indicates a spontaneous reaction, while a positive ΔG indicates a non-spontaneous reaction.
  • A negative ΔGΔG indicates a spontaneous reaction
  • Dissolving salt in water is spontaneous because it has a negative ΔG
  • Entropy is a measure of the disorder or randomness of a system
  • What happens to entropy at equilibrium in an isolated system according to the second law of thermodynamics?
    Maximized at equilibrium
  • The Boltzmann entropy equation is given by S=S =kBlnΩ k_{B} \ln \Omega, where k_B is the Boltzmann constant
  • Higher temperatures increase entropy by providing more kinetic energy
  • What happens to entropy under high pressure conditions?
    Reduces
  • Higher temperature increases entropy
  • Arrange the phases of matter in order of increasing entropy.
    1️⃣ Solid
    2️⃣ Liquid
    3️⃣ Gas
  • Higher temperatures provide more kinetic energy to molecules.
  • What does a positive entropy change in a chemical reaction often favor?
    Spontaneous reactions
  • What conditions are required for the reaction N2(g)+N_{2}(g) +3H2(g)2NH3(g) 3H_{2}(g) → 2NH_{3}(g) to be spontaneous?

    Low temperature, high pressure
  • A positive Gibbs free energy (ΔG) requires energy input to make the reaction occur.

    True
  • A negative ΔS in a reaction indicates that disorder decreases, favoring the reactants.

    True
  • What does the second law of thermodynamics state about entropy in an isolated system not in equilibrium?
    Entropy increases over time
  • The second law of thermodynamics states that the entropy of an isolated system not in equilibrium will tend to increase over time
  • Arrange the phases of matter in order of increasing entropy:
    1️⃣ Solid
    2️⃣ Liquid
    3️⃣ Gas
  • Which phase of matter has the lowest entropy due to its highly ordered structure?
    Solid
  • How does lower pressure influence entropy?
    Increases it
  • Arrange the following processes in order of increasing entropy:
    1️⃣ Freezing water
    2️⃣ Melting ice
    3️⃣ Heating a gas
  • Match the entropy level with the number of microstates:
    High Entropy ↔️ Many possible arrangements
    Low Entropy ↔️ Few possible arrangements
  • The second law of thermodynamics describes the spontaneous tendency of systems to become more disordered
  • The Boltzmann entropy equation is S = k_{B} \ln \Omega</latex>, where kBk_{B} is the Boltzmann constant
  • Entropy generally increases as a substance transitions from solid to liquid
  • More complex molecules tend to have higher entropy due to the greater number of possible arrangements for their constituent atoms.