Chemistry
Kinetics and experimental inference
- 1.
Explain why crushing a solid reactant can increase its reaction rate with a solution without changing the mass used.
[3 marks] · no calculator - 2.
On a product-volume versus time graph, explain how to estimate the initial rate and why final volume is not a rate.
[3 marks] · no calculator - 3.
Doubling [A] with [B] and all other conditions constant doubles the initial rate; doubling [B] with [A] and all other conditions constant quadruples it. Determine the rate law, overall order and units of k when rate is mol dm^-3 s^-1.
[3 marks] · no calculator - 4.
For rate = k[A]^2, rate = 0.0080 mol dm^-3 s^-1 when [A] = 0.20 mol dm^-3. Calculate k and the rate at [A] = 0.30 mol dm^-3 at the same temperature.
[3 marks] - 5.
An observed rate law is rate = k[A][B]. A proposed mechanism starts with slow A + B -> X, followed by fast X + B -> P. Assess its consistency and explain why the rate law does not prove this mechanism uniquely.
[4 marks] · no calculator - 6.
A student says higher temperature speeds a reaction only because collisions happen more often. Evaluate this explanation using an energy distribution and activation energy.
[4 marks] · no calculator
Marking points are indicative, not an official mark scheme. Accept equivalent valid methods and supported interpretations that address the task; award each mark once without requiring the model wording.