Topic 12 has less content in it than any other topic on the syllabus, and that is exactly what makes a challenge paper on it dangerous. There is not enough recall to fill seven questions, so the marks go somewhere else: into rates that have to be calculated rather than read, into a curve whose two sides have two different explanations, into a lactate trace that peaks after the exercise stops, and into single words that decide whole marks. Respiration releases energy. Yeast makes alcohol; muscle makes lactic acid. The lactic acid goes to the liver. Enzymes are denatured, never killed. Twelve traps, six walkthroughs, six lookalike pairs, a concept map and ten full practice questions below — every one of them aimed at a place where a sensible-sounding sentence earns nothing.
Twelve traps that cost marks on Topic 12 challenge papers. Every one is an answer that sounds right and that mark schemes refuse.
Six challenge-level questions worked through in the order you should actually think about them. Try each part before revealing the next step.
All six volumes were collected over the same five minutes, so the rates are 0.8, 2.0, 4.4, 7.0, 2.4 and 0 cm³ per minute. The two the question asks for are 22 ÷ 5 = 4.4 and 35 ÷ 5 = 7.0. Do this conversion first as a matter of habit: it costs nothing here because the time was constant, and it saves you completely on the papers where it was not.
The highest reading is at 40 °C, so the optimum is at or near 40 °C. That is the first mark. The second mark is for the honesty: the readings are 10 °C apart, so all you can safely say is that the true optimum lies somewhere between 30 and 50 °C. The peak of the real curve may fall between two of your readings and never be measured at all.
At 60 °C the enzymes controlling respiration have been denatured: the shape of the active site has changed, so the substrate no longer fits and no enzyme–substrate complexes can form. The rate is therefore zero. You may add that the yeast cells have been killed, but write the enzyme sentence first, because that is the one the mark scheme is looking for.
Any question that follows on will ask how to find the optimum more precisely, and the answer must name both the interval and the range: repeat at 2 °C intervals between 30 and 50 °C, with repeats and a mean at each temperature. “Use more temperatures” is too vague to earn the mark, and testing more temperatures at the ends of the range would not help at all.
Respiring seeds take oxygen out of the sealed air and put carbon dioxide back in. If both gases were free to move, one molecule would simply replace the other, the total volume would barely change and the drop would not move. The soda lime absorbs the carbon dioxide, so the only change left is the oxygen being used up, and the volume falls. That is the whole design in two sentences.
42 × 1.4 = 58.8 mm³ of oxygen used in 15 minutes. Forgetting to multiply by the cross-sectional area is the commonest single error in respirometer questions — the drop moved 42 mm, but 42 is a length, not a volume, and no volume can be quoted in mm.
Per gram: 58.8 ÷ 2.5 = 23.5 mm³ per gram in 15 minutes. Per hour: fifteen minutes is a quarter of an hour, so multiply by four: 23.5 × 4 = 94 mm³ per gram per hour. Write both lines down. Combined into one calculation this is where the arithmetic goes wrong, and shown working keeps the method marks when it does.
Sanity check: an hour is longer than fifteen minutes, so the per-hour number must be bigger. If you had divided by four and got 5.9 you would have said the seeds respire more slowly the longer you watch them.
The boiled seeds are dead and their enzymes denatured, so they cannot respire. Because the drop in that tube did not move, the movement in the first tube cannot have been caused by the room warming, by a leak or by the apparatus itself — it must have been caused by the seeds respiring. Say what has been ruled out, not just that the tube is “a control”.
Shortfall = 4.0 − 3.2 = 0.8 dm³ per minute. Over 8 minutes: 0.8 × 8 = 6.4 dm³. The classic error is 4.0 × 8 = 32 dm³, which is the oxygen she needed altogether — a real quantity answering a different question. A debt is only ever the part you did not get.
During recovery she takes in 1.0 but still needs 0.4 simply to stay alive at rest, so the oxygen available for the debt is 1.0 − 0.4 = 0.6 dm³ per minute. Time = 6.4 ÷ 0.6 = 10.7 minutes, so about 11 minutes.
Dividing 6.4 by 1.0 gives 6.4 minutes and quietly assumes every molecule she breathes goes into the debt, leaving nothing to run the rest of her body. Subtracting the resting requirement is the whole point of the step.
She is taking in 3.2 dm³ of oxygen a minute, which is eight times her resting value, so her muscles are clearly respiring aerobically as hard as the delivery system allows. What they cannot get is enough. So they also respire anaerobically, releasing energy without using oxygen — much less per glucose molecule, but fast, and available immediately.
glucose → lactic acid. Nothing else. No carbon dioxide, no water, no alcohol. If you have written carbon dioxide it has drifted across from the yeast equation, and the mark goes with it.
Increase = 9.4 − 1.0 = 8.4 units. As a percentage of the starting value: 8.4 ÷ 1.0 × 100 = 840 %. Dividing by 9.4 gives 89 % and answers a completely different question — what fraction of the final value the rise represented. Read the words “increase from” and let them tell you which number goes on the bottom.
Lactic acid is produced in the muscle cells. The graph measures the blood. It takes a few minutes for the acid already in the muscles to diffuse out and be carried away, so the blood concentration goes on rising after the muscles have stopped making any more.
The tempting wrong answer is that the muscles kept respiring anaerobically for three more minutes. They did not — the exercise had stopped, and so had the demand that caused the anaerobic respiration in the first place.
Two things are true at once, and a three-mark question wants both. No more lactic acid is being made, because the exercise is over. And the acid already present is being carried in the blood to the liver, where it is respired aerobically using the extra oxygen supplied by the continued deep breathing. Describe the fall with figures — 9.4 down to 1.2 — and then give the mechanism.
By 60 minutes the concentration is 1.2, effectively the resting value of 1.0. Any claim that lactic acid causes aching two days later dies on that number. That is what an evaluation looks like: quote the figure, state what it rules out, then reach a judgement — and be fair, because the data do explain the fatigue she felt at the time.
A woodlouse has one option, so tube A can only go yellow. A leaf in the light has two processes running at once. A leaf in foil has light excluded, so photosynthesis stops and only respiration is left — tube C goes yellow as well. Tube B is the interesting one, and it goes purple.
In tube B the leaf is photosynthesising and respiring at the same time. Photosynthesis is much faster, so it uses carbon dioxide faster than respiration releases it, and the concentration falls overall. Both processes are running throughout, and saying so explicitly is where the second mark lives.
If you want to demonstrate that a leaf respires, the darkened tube is the only one that can do it, because in the light photosynthesis masks the result completely. That is a lovely point to make in an experimental-design question: the tube you are tempted to ignore is the one carrying the argument.
It shows that any colour change is caused by the organism and not by handling the tubes, by breathing near them, by the temperature of the room or by the indicator itself changing over time. One sentence, one mark, and it applies to every version of this experiment you will ever meet.
2880 ÷ 150 = 19.2, so about 19 times. And a ratio has no unit — writing 19 kJ is a genuine error, not a harmless extra, because the units cancelled when you divided.
118 ÷ 2880 × 100 = 4.1 %. Notice how close these two questions look and how different the sums are. A challenge paper will offer you 24, 4.1 and 96 as options, and all three are correct calculations — only one answers the question that was asked.
In aerobic respiration the glucose ends up as carbon dioxide and water, which have almost no chemical energy left in them. In anaerobic respiration it ends up as alcohol or lactic acid — molecules still carrying most of the original energy. That is why the liver bothers to respire lactic acid rather than excreting it: throwing it away would waste 95 % of the glucose.
Anaerobic respiration releases far less energy per glucose molecule, but it releases it quickly and it does not wait for oxygen to be delivered. In a ten-second race, the rate at which energy becomes available matters far more than how much is squeezed out of each molecule. Keeping those two senses of “more” apart is exactly what a challenge paper is testing.
Six pairs that look almost identical and have different answers. The distinction is where the marks live.
Click each node to see how the three sub-topics connect into one story: energy released, energy spent, and what happens when the oxygen cannot arrive fast enough.
Six real student answers. Find the fault before you reveal it.
Ten Cambridge-style challenge questions. Write your answer first, then reveal the model answer and the examiner’s notes.