Topic 6 looks generous — four short subtopics, plenty of recall marks. Then the challenge paper arrives and asks you to read a gradient rather than a plateau, to predict which way an equilibrium shifts when a plant is heated rather than cooled, and to say whether carbon monoxide is the oxidising agent or the substance oxidised. This guide hunts down every one of those traps: rate versus amount, catalysts versus yield, dynamic versus finished, and agent versus victim in redox. Work through it and Topic 6 turns from a minefield into a scoring opportunity.
Twelve traps that cost students marks on Topic 6 questions. Every one of them appears on challenge papers regularly.
Six challenging questions broken down step by step. Try each step yourself before revealing the next.
Three things changed: surface area (ribbon → powder), concentration (1.0 → 2.0 mol/dm3) and temperature (20 → 30 °C). One thing did NOT change: the mass of magnesium, still 0.24 g. Also note the acid is stated to be in excess in both runs.
Powder gives a far larger surface area, so more magnesium atoms are exposed. Doubling the acid concentration puts more H+ ions per unit volume. Raising the temperature gives particles more kinetic energy and, crucially, a greater proportion with energy ≥ Ea. All three increase the frequency of successful collisions, so the new curve is much steeper at the start.
Magnesium is the limiting reactant (the acid is in excess). Its mass is unchanged at 0.24 g, so the same number of moles reacts and the same number of moles of hydrogen is produced. The new curve must therefore level off at exactly 240 cm3 — the same height as the original.
Start at the origin (both curves must). Rise more steeply than the original. Curve over and become horizontal earlier — perhaps around 30–40 s. Then run horizontally at 240 cm3, meeting and lying exactly on top of the original curve's plateau. Never let the new curve cross above the 240 cm3 line.
Write "exo →" and "endo ←" above the arrows. Then count the moles of gas: left = 1 + 3 = 4; right = 2. Every part of the answer follows from these two facts. Do this before writing a single sentence.
Yield: the forward reaction is exothermic, so raising the temperature shifts the equilibrium in the endothermic direction — backwards. Higher temperature therefore lowers the yield; a low temperature would give a high yield.
Rate: a low temperature means very few particles have energy ≥ Ea, so the rate would be far too slow and equilibrium would take far too long to reach.
Conclusion: 450 °C is a compromise — a moderate yield obtained in an acceptable time.
Yield: 4 moles of gas on the left, 2 on the right. Increasing the pressure shifts the equilibrium towards the side with fewer moles of gas, i.e. to the right, so the yield increases.
Rate: higher pressure means more gas particles per unit volume, so collisions are more frequent and the rate also increases.
Limit: pressures much above 200 atm are avoided because the plant becomes prohibitively expensive and dangerous. This is an economic and safety limit, not a chemical one.
The iron catalyst provides an alternative pathway with a lower activation energy, so more collisions are successful and the rate increases. It speeds up the forward and backward reactions equally, so the position of equilibrium and the yield are completely unchanged — equilibrium is simply reached sooner. Say both halves explicitly.
The ammonia is cooled and condensed out as a liquid while nitrogen and hydrogen remain gaseous. Removing a product shifts the equilibrium to the right, so more ammonia forms; the unreacted gases are recycled back into the reactor, raising the overall conversion well above the single-pass equilibrium yield.
In MnO4−: oxygen is −2 each, so x + 4(−2) = −1, giving Mn = +7.
Fe2+ is a monatomic ion, so Fe = +2.
H+ is a monatomic ion, so H = +1.
Mn2+: Mn = +2. Fe3+: Fe = +3. In H2O: H = +1, O = −2 — both unchanged from the left-hand side, so hydrogen and oxygen take no part in the electron transfer. Only manganese and iron have changed.
Mn: +7 → +2. That is a decrease of 5, so manganese is reduced (each Mn gains 5 electrons).
Fe: +2 → +3. That is an increase of 1, so iron is oxidised (each Fe loses 1 electron).
Check the bookkeeping: 1 Mn gaining 5 electrons balances 5 Fe each losing 1 — which is exactly why the coefficient 5 appears in the equation.
MnO4− is reduced, therefore MnO4− (the manganate(VII) ion) is the oxidising agent. Fe2+ is oxidised, therefore Fe2+ is the reducing agent. If you find yourself writing "Fe2+ is oxidised so it is the oxidising agent", stop and reread.
MnO4− is deep purple; Mn2+ is colourless (very pale pink). The solution therefore changes from purple to colourless. Note also why the H+ ions appear in the equation — the reduction all the way to Mn2+ requires acidic conditions, which is why the reagent must be acidified potassium manganate(VII).
First 20 s: 44 cm3 ÷ 20 s = 2.2 cm3/s.
Whole reaction: the reaction is over at 80 s, and 80 cm3 was produced, so 80 ÷ 80 = 1.0 cm3/s. Use 80 s, not 100 s — nothing happened in the last 20 s.
As the reaction proceeds the acid is used up, so the concentration of acid falls and there are fewer H+ ions per unit volume. The marble chips also get smaller, reducing the surface area available. Both reduce the frequency of successful collisions, so the rate falls and the gradient gets shallower. Do not write "the reaction gets tired" or "it runs out of energy".
The volume is 80 cm3 at 80 s and still 80 cm3 at 100 s. Since no further gas is produced, the reaction finished at 80 s. It finished because one of the reactants (the limiting reactant) was completely used up, so the rate is now zero.
A plateau of 40 cm3 instead of 80 cm3 means only half as many moles of CO2 were produced. That can only be caused by using half the amount (moles) of the limiting reactant — for example half the mass of marble, or half the volume/concentration of acid if the acid was limiting. It CANNOT be caused by temperature, surface area or a catalyst, because those change only the gradient.
Forward = exothermic, backward = endothermic. Moles of gas: left = 2 + 1 = 3; right = 2. Keep the two questions separate in your head: "which way does the position move?" and "how fast does it get there?" are different questions with different answers.
(a) Higher temperature: position shifts in the endothermic direction, i.e. to the left, so the yield of SO3 decreases. The rate increases (more particles with energy ≥ Ea). Two opposite-sounding answers, both correct.
(b) Higher pressure: position shifts towards fewer moles of gas, i.e. to the right (3 → 2), so the yield increases. The rate also increases (more particles per unit volume).
(c) V2O5: position unchanged — it speeds up forward and backward reactions equally. The rate increases, so equilibrium is reached sooner. Yield identical.
(d) Removing SO3: the system opposes the removal by making more, so the position shifts to the right and more SO2 is converted. (Strictly the system never rests at equilibrium while removal continues, which is exactly why continuous removal is so effective industrially.)
Argon takes no part in the reaction. At constant volume the concentrations of SO2, O2 and SO3 are all unchanged, so the collision frequency between reacting particles is unchanged. The position of equilibrium does not move and the rate does not change — even though the total pressure gauge reads higher. The total pressure is a red herring; what matters is the concentration of the reacting gases.
Measure 50 cm3 of sodium thiosulfate solution into a conical flask using a measuring cylinder. Place the flask on a printed paper cross. Add 5 cm3 of dilute hydrochloric acid and start the stopclock at the moment of mixing. Look down vertically through the solution and stop the clock when the cross can no longer be seen, obscured by the pale yellow sulfur precipitate. Repeat with thiosulfate solutions of different concentrations, made by diluting the stock with measured volumes of distilled water so that the total volume stays constant.
Independent: the concentration of the sodium thiosulfate solution.
Dependent: the time taken for the cross to disappear.
Control: total volume of solution; volume and concentration of hydrochloric acid; temperature; the same paper cross; the same flask (so the same depth of liquid); the same observer judging disappearance.
A shorter time means a faster reaction, so calculate 1/t for each run and use it as a measure of rate. Plot 1/t (y-axis) against concentration (x-axis). A straight line through the origin shows that the rate is directly proportional to the concentration. Plotting t against concentration instead gives a curve that is much harder to interpret.
Weakness: deciding exactly when the cross has "disappeared" is subjective — different observers, and even the same observer on different runs, will judge the end point differently, reducing the reliability of the results.
Improvement: use a light sensor or colorimeter with a data logger and record the time for the light transmission to fall to a fixed value. This removes human judgement entirely and gives a reproducible end point. A further improvement is to use a water bath to keep the temperature genuinely constant, since the reaction itself changes the temperature slightly.
Pairs of questions that look nearly identical but have different answers. Spot the key distinction.
Click each node to see how the subtopics connect.
Spot the error in each student's answer. Think before revealing.
Ten Cambridge-style challenge questions. Write your answer, then reveal the model answer with mark scheme and examiner's notes.