Consider the reversible industrial reaction represented by the thermochemical equation below:
If finely divided vanadium(V) oxide () catalyst is introduced into the reaction vessel at constant volume while the temperature of the system is lowered, which of the following best describes the combined effect on the equilibrium yield of and the rate of reaching equilibrium?
- The yield of increases because the exothermic forward reaction is favored by cooling, and the equilibrium state is reached more rapidly due to the catalyst lowering activation energy.Cevap
- BThe yield of increases further because the catalyst preferentially accelerates the forward reaction, while the lower temperature slows down the overall rate.
- CThe yield of decreases because a negative enthalpy change (\(\Delta H < 0\)) signifies an endothermic process that is disfavored when temperature is reduced.
- DThe yield of remains unchanged because the catalytic effect counteracts the equilibrium shift induced by the temperature reduction.
Cevap
The yield of increases because the exothermic forward reaction is favored by cooling, and the equilibrium state is reached more rapidly due to the catalyst lowering activation energy.
Lowering the temperature favors the heat-producing (exothermic) forward reaction because \(\Delta H < 0\), resulting in an increased equilibrium yield of . Simultaneously, adding vanadium(V) oxide provides an alternative reaction pathway with lower activation energy, speeding up the attainment of dynamic equilibrium without altering the equilibrium position.
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Effect of temperature and catalysts on dynamic equilibrium (Le Chatelier's Principle)
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