The answer is C (rate constant higher in experiment 2; activation energy higher in experiment 1).
The graph shows \(\text{O}_2\) forming much faster in experiment 2, and the 1.0 g of lead(IV) oxide is recovered unchanged, so lead(IV) oxide is a catalyst.
A catalyst provides an alternative pathway with a lower activation energy, so \(E_\text{a}\) is higher in experiment 1 (uncatalysed) than in experiment 2.
The starting concentration of \(\text{H}_2\text{O}_2\) (1.5 mol dm\(^{-3}\)) and the temperature are the same, so the faster rate in experiment 2 means a larger rate constant. This agrees with \(k = Ae^{-E_\text{a}/RT}\): a lower \(E_\text{a}\) gives a larger k.
• A is wrong: the rate constant is not equal; with the same concentration and temperature, a faster rate means a larger k in experiment 2.
• B is wrong: k is not equal, and the activation energy is lower, not higher, in the catalysed experiment 2.
• D is wrong: the catalyst lowers the activation energy, so it is higher in experiment 1, not experiment 2.
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