A system at contains gaseous reactants G and H in the reversible reaction

CHEMISTRY · Multi-part · A Level · Chemistry · Chemical equilibria (Le Chatelier’s principle and Kc) · Chemical equilibria (Le Chatelier’s principle and Kc)

Problem

A system at 350 K350\,\text{K} contains gaseous reactants G and H in the reversible reaction G⇌HG \rightleftharpoons H. The reaction is allowed to proceed until equilibrium is established at 420 s420\,\text{s}, where both forward and reverse rates are 0.025 mol L−1 s−10.025\,\text{mol}\,\text{L}^{-1}\,\text{s}^{-1}. At t=500 st = 500\,\text{s}, an additional pulse of H is rapidly injected, instantaneously raising the reverse rate to 0.065 mol L−1 s−10.065\,\text{mol}\,\text{L}^{-1}\,\text{s}^{-1}, while the forward rate remains at 0.025 mol L−1 s−10.025\,\text{mol}\,\text{L}^{-1}\,\text{s}^{-1}. Over the next several minutes, the two rates evolve smoothly and eventually coincide again at 0.035 mol L−1 s−10.035\,\text{mol}\,\text{L}^{-1}\,\text{s}^{-1}. Using this information, address the following tasks. (1) Part 1: (a) Immediately after the injection at t=500 st = 500\,\text{s}, state the direction of the net chemical change and quantify the initial net rate. (2) Part 2: (b) Explain, with reference to collision-level reasoning, why the reverse rate increased instantaneously while the forward rate did not. (3) Part 3: (c) Describe qualitatively how each rate curve (forward and reverse) must change after t=500 st = 500\,\text{s} to satisfy both kinetic and equilibrium considerations, and indicate the new equilibrium rate value. (4) Part 4: (d) Construct a reasoned argument to determine whether the equilibrium constant KK for G⇌HG \rightleftharpoons H at 350 K350\,\text{K} is affected by the injection of additional H. Your answer should integrate kinetic and thermodynamic perspectives. (5) Part 5: (e) Suppose the experiment is repeated at 375 K375\,\text{K}. Predict how the final equilibrium rate (the value where the two curves coincide) would compare with 0.035 mol L−1 s−10.035\,\text{mol}\,\text{L}^{-1}\,\text{s}^{-1} and justify your prediction.

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