Topic 11 looks like the easiest topic in the syllabus and gives away marks like the hardest, because almost every mark in it is a word. Three processes that people use interchangeably are three different things in three different places. Air is never sucked in. The diaphragm flattens when it contracts. Expired air still contains 16 % oxygen. Breathing speeds up because carbon dioxide rises, not because oxygen falls. Limewater goes cloudy. Goblet cells make the mucus and cilia move it, never the other way round. Twelve traps, six walkthroughs, six lookalike pairs, a concept map and ten full practice questions below, each aimed at a place where a perfectly sensible sentence earns nothing at all.
Twelve traps that cost marks on Topic 11 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.
P is below atmospheric (100.5 against 101.3), so air will be pushed into the thorax: P is inhalation. R is above atmospheric (102.2), so air is pushed out: R is exhalation. Q is equal to atmospheric, so there is no pressure gradient and no air is flowing — the moment between one movement and the next.
Quiet exhalation is close to passive — elastic recoil raises the pressure only slightly. A reading almost 1 kPa above atmospheric means muscles are actively squeezing. So at R the internal intercostal muscles contract, pulling the ribs down and in, while the external intercostal muscles relax. The diaphragm is relaxing and returning to its dome.
At R the diaphragm has relaxed and domed upwards and the ribs have moved down and in, so the volume of the thorax has decreased from 2.9 to 2.3 dm³. The same air now occupies a smaller space, so the pressure rises above atmospheric and air is pushed out. Do not write it the other way round: the air did not leave and cause the volume to shrink.
Is the pressure above or below atmospheric? That gives you the direction of airflow. How far above or below? That tells you whether it is quiet or forced. What must the volume have been doing to produce that pressure? That gives you the muscles. Answer them in that order and you can never get the muscles the wrong way round.
Student A: 40 × 600 = 24 000 cm³ = 24 dm³ per minute. Student B: 12 × 2000 = 24 000 cm³ = 24 dm³ per minute. Identical, which is the whole point — the question is designed so that the obvious comparison tells you nothing.
Student A wastes 150 cm³ on each of 40 breaths: 40 × 150 = 6000 cm³. Air reaching the alveoli = 24 000 − 6000 = 18 000 cm³ = 18 dm³.
Student B wastes 150 cm³ on each of only 12 breaths: 12 × 150 = 1800 cm³. Air reaching the alveoli = 24 000 − 1800 = 22 200 cm³ = 22.2 dm³.
Student B gets 4.2 dm³ more air to the alveoli every minute for exactly the same total effort. Deep, slow breathing is more efficient because the volume left in the airways is a fixed amount per breath, so the more breaths you take, the more times you pay it.
This is the reason the syllabus insists on rate and depth. If exercise only raised the rate, an ever-larger share of each breath would be wasted on the airways. By increasing the depth as well, the body raises the proportion of every breath that actually reaches an alveolus. Being able to say that is what turns a two-mark answer into a full one.
Water vapour increases. The lining of the airways and alveoli is moist — it has to be, because gases must dissolve before they can diffuse across a membrane — and water evaporates from that surface into the air. Expired air leaves saturated with water vapour.
Nitrogen is not used up. The percentage is unchanged because the body neither uses nitrogen gas nor produces it. Her table already shows 78 % in both columns, so her own data contradict her statement — always check that.
Oxygen falls from 21 % to 16 %, so 5 percentage points are absorbed out of the 21 that entered. That is 5 ÷ 21 × 100 = 23.8 %, so roughly a quarter of the oxygen inhaled is actually taken up. Dividing by 16 answers a question nobody asked.
Oxygen changes by 5 percentage points; carbon dioxide changes by 3.96 percentage points — slightly less, which surprises people. As a ratio, though, carbon dioxide goes up 100 times while oxygen falls to about three quarters of its value. The difference is entirely because carbon dioxide starts at the tiny figure of 0.04 %.
Say it explicitly. The near-equality of the two absolute changes is itself good biology: it is consistent with roughly one molecule of carbon dioxide being produced for each molecule of oxygen used. Examiners are looking for a candidate who can hold both facts — the huge ratio and the small absolute change — in the same answer.
Stage one: the rate is steady at 14 breaths per minute for the first 2 minutes. Stage two: it rises steeply once exercise begins, from 14 to 45 breaths per minute by 7 minutes. Stage three: after exercise stops it falls gradually, still 23 at 11 minutes and back to 15 by 14 minutes. Note the asymmetry — the rise takes about 5 minutes and the fall takes about 6.
Her muscles are contracting more, so the muscle cells respire faster [1]. Faster respiration produces more carbon dioxide, so the concentration of carbon dioxide in her blood rises [1]. This rise is detected by the brain [1], which sends impulses to the diaphragm and intercostal muscles, increasing the rate and the depth of breathing [1].
Stopping the exercise stops the extra production of carbon dioxide, but the carbon dioxide already dissolved in her blood is still there and is still above its resting concentration. Her brain is monitoring that concentration, so breathing stays raised until enough carbon dioxide has been removed. The rate falls as the concentration falls, which is why the recovery is a gradual curve rather than a step.
Do not write that the brain takes time to notice that exercise has stopped — the brain is not watching what she is doing, it is monitoring a chemical. And do not explain any part of this with a shortage of oxygen: the syllabus mechanism is carbon dioxide throughout, and an oxygen-based answer is refused even where it sounds sensible.
The decrease is 70 − 25 = 45 m². As a percentage of the original: 45 ÷ 70 × 100 = 64.3 %. Nearly two thirds of the gas exchange surface has gone, even though the lungs still hold the same volume of air — which is the fact the question is built on.
The rate at which oxygen enters the blood depends on the surface area available for diffusion, not on how much air is in the lungs. With 64 % less area, far less oxygen can diffuse into the blood per second. Walking upstairs makes the muscles respire faster and demand more oxygen, and the damaged lungs cannot supply it — so the patient becomes breathless.
If less oxygen diffuses out of the alveolar air, more of it is breathed back out, so the expired oxygen figure is higher than 16 % — closer to 21. If less carbon dioxide diffuses in from the blood, the expired carbon dioxide figure is lower than 4 % — closer to 0.04. The general rule is worth remembering: anything that reduces gas exchange moves expired air back towards the composition of inspired air.
The stem says the volume the lungs hold is unchanged, so ventilation is not the problem — gas exchange is. Candidates who blame a smaller lung volume have ignored a sentence that was put there deliberately. It is also the reason such patients often breathe faster, not less: the raised carbon dioxide in the blood drives ventilation up even though the lungs cannot make good use of it.
The volumes of limewater are different, so a difference in the time taken to turn cloudy could be caused by the volume rather than by the air. It is worth noticing which way the error cuts: the tube with less limewater turned cloudy sooner, so part of the difference she observed might be nothing to do with her breath at all.
The number of breaths is different — five through one tube and twenty through the other — which is a second uncontrolled variable. “It went white” is the wrong observation: limewater turns cloudy or milky. And tube A never turned cloudy at all, so “twenty” is a minimum rather than a measurement, and no ratio of any kind can be calculated from it.
Use the same volume and the same concentration of limewater in both tubes. Use a single mouthpiece with two one-way valves so that the same breath draws room air through A and pushes expired air through B, which controls the number of breaths automatically. Continue until both tubes turn cloudy so that both numbers are real measurements. Repeat with several people and take a mean.
The honest conclusion is that expired air contains more carbon dioxide than inspired air. That is all limewater can tell you. If you want the hundredfold figure you need a carbon dioxide sensor or a gas analyser, and you should say so — naming the better instrument is often the last mark on an improvement question.
Six pairs that look almost identical and have different answers. The distinction is where the marks live.
Click each node to see how the sub-topics connect into one story: a surface built for diffusion, a pump of muscle and bone that keeps it supplied, and a chemical in the blood that decides how hard the pump works.
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.