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2021 H2 Chem P1 Q12 — Chemical equilibrium Solution

Chemical equilibrium 2021 A-Level H2 Chemistry · Paper 1 · Q12

Question

An equilibrium is set up, in a vessel at constant temperature and atmospheric pressure, according to the following reaction.

\(\text{CaO(s)} + \text{CO}_2\text{(g)} \rightleftharpoons \text{CaCO}_3\text{(s)}\) \(\Delta H^\circ = -178\) kJ mol\(^{-1}\)

The vessel is attached to a plunger which can alter the pressure inside the vessel. At a time \(t\), the plunger is pulled out quickly to lower the pressure and then is released to allow the pressure to slowly return to atmospheric pressure. The constant temperature is maintained.

Which graph shows the change in the rate of the forward reaction during this pressure change?Question diagram
  1. AA
  2. BB
  3. CC
  4. DD
Correct answer: A

Video Solution

Explanation

The answer is A.

CaO and \(\text{CaCO}_3\) are solids, so the rate of the forward reaction depends only on the partial pressure of \(\text{CO}_2\): rate of forward reaction \(\propto p_{\text{CO}_2}\).

• At time \(t\) the plunger is pulled out quickly, so the pressure, and hence \(p_{\text{CO}_2}\), falls suddenly. The rate of the forward reaction drops sharply.
• The position of equilibrium shifts left, and \(\text{CaCO}_3\) decomposes to produce more \(\text{CO}_2\) to counter this decrease, so \(p_{\text{CO}_2}\) rises again and the forward rate increases.
• The pressure is allowed to return slowly to atmospheric pressure at the same temperature. \(K_p = \frac{1}{p_{\text{CO}_2}}\) is unchanged, so \(p_{\text{CO}_2}\) returns to its original value and the forward rate slowly returns to its original value.
Graph A shows exactly this: a sharp fall at \(t\) followed by a gradual rise back to the original rate.

• B is wrong: it shows the rate falling at \(t\) and staying at the lower value. The pressure returns to atmospheric and \(p_{\text{CO}_2}\) returns to its equilibrium value, so the rate recovers to its original value.
• C is wrong: it shows the rate rising at \(t\). Lowering the pressure lowers \(p_{\text{CO}_2}\), so the forward rate falls, it does not rise.
• D is wrong: it shows no change at all, but the sudden fall in \(p_{\text{CO}_2}\) lowers the forward rate at time \(t\).

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