Biology  by Bradford
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IB Biology 2025 · Paper 1B · Higher level · 60 minutes

IB Biology Paper 1B practice paper. Higher level, 2025 format.

Four data-based questions, 35 marks, with the full markscheme under the paper. Paper 1B is the part of Paper 1 that hands you data you have not seen before (results from an experiment or a study, a graph, a diagram) and asks what it shows, then ends each question on content you were taught. Sit this one on screen against a 60-minute clock and mark it yourself, or print it for a class.

What Paper 1B is

Paper 1 at higher level: 2 hours, 75 marks, 36% of the final grade. Its two parts are sat together, in one sitting.

  1. Paper 1A40 marks 40 multiple-choice questions. One mark each.
  2. Paper 1B35 marks 4 data-based questions of about 8 to 10 marks each. Each is built on a data set, an experiment or a micrograph, and ends with a part that leaves the data and tests content you were taught.

On the front of the paper

On the day the two parts share the sitting, so how you split the time is up to you. Sat on its own, this paper is timed at 60 minutes, half of Paper 1, which leaves the other half for the 40 multiple-choice questions.

How this paper was built

Four of the 298 data-based questions the bank can set at higher level, one from each theme, worth 10, 9, 9 and 7 marks: 35 in all, the real paper’s total. One of them draws on additional higher level content.

The code on the paper rebuilds this exact paper and its markscheme. Build a fresh Paper 1B draws a new set from the same questions on any topics you tick; a fresh one comes out close to 35 marks, but not always as four questions.

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The paper

Take it online → Build a fresh Paper 1B Paper code BbB-EgH______wAAbhSi
Biology · Paper 1B
Higher level · data-based questions · practice paper
60 minutes35 marks

Paper code: this paper was generated, so the code is its recipe. Enter it at biologybybradford.com/exam-maker to rebuild this exact paper and its markscheme.

Covers Whole syllabus: data-based questions from all four themes
  • A calculator is required for this paper.
Name:
1.

In 1966, André Jagendorf and Ernest Uribe isolated thylakoids from spinach (Spinacia oleracea) chloroplasts. They soaked the thylakoids in a buffer until the solution inside each thylakoid (the lumen) had reached the pH of the buffer, then quickly transferred them to a second buffer containing ADP and phosphate. Every step was carried out in complete darkness. A solution at pH 4 has a hydrogen ion (proton) concentration 10 000 times greater than a solution at pH 8. At the time, many biologists thought that the energy released by electron transport was passed to ATP synthesis through a high-energy chemical compound, not through a proton gradient. The table shows results of the kind they obtained: the ATP formed in the 15 seconds after transfer.

TubepH inside thylakoids after soakingpH of buffer after transferAlso present after transferATP formed / nmol per mg chlorophyll
148ADP and phosphate98
288ADP and phosphate3
344ADP and phosphate2
448ADP, phosphate and a substance that lets protons pass freely through membranes4
584ADP and phosphate3
(a)State why every step was carried out in darkness.[1]
(b)Explain how the results for tubes 1, 2 and 3 support the chemiosmotic model of ATP production rather than the high-energy compound hypothesis.[4]
(c)Suggest reasons for the results in tube 4 and in tube 5.[2]
(d)ATP formation in tube 1 stopped within a few seconds. Explain why it stopped, and how thylakoids in the light keep making ATP.[3]
2.

Peat is partly decomposed plant material that builds up in waterlogged bogs. To find out whether warming speeds up the decomposition of peat, a student collected peat from 10 to 20 cm below the surface of a bog in the boreal forest zone, where the peat is waterlogged. Portions of 50 g of fresh peat were sealed in airtight glass jars and kept in the dark in incubators at 5, 10, 15 and 20 °C, with three jars at each temperature. The concentration of carbon dioxide in the air of each jar was measured with a sensor at the start and after 24 hours, and the rate of release of carbon dioxide was calculated for each jar.

Temperature / °CRate of release of CO₂ / µg g⁻¹ h⁻¹: jar 1Jar 2Jar 3
52.12.42.2
103.33.63.4
155.24.91.6
207.68.17.8
(a)Identify the anomalous result and suggest one possible cause of it.[2]
(b)Explain why the jars were kept in the dark.[1]
(c)Identify two variables, other than those described, that should be kept the same in every jar.[2]
1.
2.
(d)Suggest two reasons why the rates measured in the jars may not show how fast the bog itself will lose carbon as the climate warms.[2]
(e)Outline how the investigation could be changed to find out whether draining the bog would speed up the decomposition of its peat.[2]
3.

Phytoplankton are single-celled photosynthetic organisms that drift in the surface water of oceans and lakes. They absorb nitrate, which they need to make proteins and nucleic acids, from the water across their plasma membrane. Researchers grew eight species of phytoplankton with roughly spherical cells of different diameters, all in water with the same low concentration of nitrate. They measured the rate at which each species took up nitrate and expressed it per unit volume of cell. The graph shows the results, one point for each species. For a sphere of diameter d, surface area = πd² and volume = πd³ ÷ 6.

0 10 20 30 40 0 1 2 3 4 5 6 Cell diameter / µm Nitrate uptake per unit cell volume / arbitrary units
(a)Calculate the surface area-to-volume ratio of a spherical cell with a diameter of 4 µm. Give the units.[1]
(b)A student claims that the rate of nitrate uptake per unit volume of a cell is proportional to the surface area-to-volume ratio of the cell. Using your answer to (a) and the graph, evaluate this claim.[3]
(c)In nutrient-poor surface water of the open ocean, most phytoplankton cells are less than 3 µm in diameter. In nutrient-rich coastal water, much larger cells are common. Using the data, suggest reasons for this difference.[2]
(d)In one species, each cell is 4 µm in diameter just after it forms by division. The cell grows until its volume has doubled and then divides into two cells of equal size. Calculate the surface area-to-volume ratio of the cell just before it divides. Give the units.[1]
(e)Using your answers to (a) and (d), explain how dividing when its volume has doubled allows each cell to go on meeting its need for nitrate.[2]
4.

The drawing shows a cell as it appears in an electron micrograph. Four structures are labelled I to IV. Use the scale bar to answer part (a).

I II III IV 20 μm
(a)Calculate the actual width of the cell, in micrometres. Show your working.[2]
(b)Identify structures II and III.[2]
(c)Deduce, with a reason, whether this cell is from a plant or from an animal.[2]
(d)State the function of structure IV.[1]

Original practice questions © Biology by Bradford · CC BY-NC-SA 4.0 · Not affiliated with or endorsed by the International Baccalaureate Organization.
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Markscheme BbB-EgH______wAAbhSi

One mark per point; / separates alternative wording within a point, OR separates alternative answers, words in brackets are not required, underlined words are essential. OWTTE = or words to that effect.

1. C1.3.12
  • (a) [1]
    • so that no light could drive the photosystems / electron transport (to pump protons or make ATP), so any ATP formed must be due to the pH difference alone, OWTTE;
  • (b) [4]
    • in tube 1 the proton concentration inside the thylakoids was (10 000 times) higher than outside / there was a proton gradient from the lumen to the outside;
    • this is the same direction of gradient as electron transport sets up in illuminated thylakoids (protons concentrated in the lumen);
    • ATP was formed (98 nmol per mg) only when this gradient was present; tubes 2 and 3, with the same pH on both sides, formed almost none (3 and 2);
    • tubes 2 and 3 show that a low pH alone / the soaking and transfer alone do not cause ATP synthesis, OWTTE;
    • there was no light and no electron transport, so no high-energy compound could have been made by electron transport;
    • so a proton gradient alone is enough to drive ATP synthesis, as protons flow out through ATP synthase, as the chemiosmotic model predicts, OWTTE;
  • (c) [2]
    • tube 4: protons leak out across the membrane without passing through ATP synthase, so the gradient is lost without making ATP;
    • tube 5: the gradient is in the opposite direction (higher proton concentration outside the thylakoids), so there is no flow of protons out of the lumen through ATP synthase, OWTTE;
    • (tube 4 shows that) the membrane must be impermeable to protons for a gradient to drive ATP synthesis;

    Award one mark for each tube; the third point may replace the tube 4 point.

  • (d) [3]
    • protons flowing out of the lumen through ATP synthase lower the proton concentration inside, so the gradient disappears;
    • in darkness nothing pumps protons back into the lumen, so the gradient is not restored;
    • in the light, excited electrons from the photosystems pass along the chain of electron carriers, and the energy released pumps protons from the stroma into the lumen;
    • photolysis of water inside the lumen releases protons, adding to the gradient;
    • the small volume of the lumen means that pumping relatively few protons quickly rebuilds a steep gradient, OWTTE;

    Content pivot. Award [2 max] for answers that only explain why the synthesis stopped, or only how it continues in light.

2. D4.3.2
  • (a) [2]
    • jar 3 at 15 °C (1.6 µg g⁻¹ h⁻¹);
    • the jar was not airtight / the lid leaked, so carbon dioxide escaped OR the sensor was faulty / misread OR that portion of peat contained less organic matter / more water / stones OR the incubator was not at 15 °C, OWTTE;
  • (b) [1]
    • to prevent photosynthesis by any mosses / algae in the peat, which would take up carbon dioxide;
    • (so) the measured rate would be lower than the true rate of release by decomposition, OWTTE;
  • (c) [2]
    • water content / moisture of the peat;
    • volume of the jar / volume of air above the peat;
    • the place in the bog / the core that the peat came from (or peat mixed before dividing it);
    • the time and conditions of storage between collecting the peat and sealing the jars;
    • the time the peat was left to reach the incubator temperature before the first reading;

    Mark the first two only. Do not accept mass of peat, depth of collection, light, temperature or the 24 hours, which are already described.

  • (d) [2]
    • in the bog the peat is waterlogged so little oxygen reaches it, whereas the jars held air, so decomposition in the jars may be faster than in the bog, OWTTE;
    • only carbon dioxide was measured, but waterlogged peat also releases carbon as methane;
    • in the bog the temperature varies from day to night and through the year rather than staying constant;
    • 24 hours is a short time / disturbing the peat may give a brief burst of decomposition that does not last;
    • peat from one depth at one site may not represent the whole bog / other bogs;
    • in the bog living plants (e.g. *Sphagnum*) also take up carbon dioxide, so the net loss depends on photosynthesis as well as decomposition;
  • (e) [2]
    • vary the water content of the peat, e.g. peat kept covered with water in some jars and allowed to drain in others / several levels of water content;
    • keep the temperature the same in every jar (e.g. 15 °C), with the other variables controlled as before;
    • measure the rate of release of carbon dioxide (and methane) in the same way, with at least three jars for each treatment;
    • compare the mean rates: a higher rate in drained peat would support the idea, OWTTE;
3. B2.3.6
  • (a) [1]
    • 1.5 µm⁻¹ (surface area 50.3 µm² ÷ volume 33.5 µm³);

    Units required. Accept 1.50 µm⁻¹. Accept 1.5 : 1 with the unit µm⁻¹ stated.

  • (b) [3]
    • the surface area-to-volume ratio of a 40 µm cell is 0.15 µm⁻¹ / one tenth of that of a 4 µm cell (ECF from (a));
    • uptake per unit volume falls from about 3.2 at 4 µm to about 0.3 at 40 µm / by a factor of about 10, the same factor as the ratio, so the data support the claim;
    • other pairs of species fit as well, e.g. from 2 µm to 20 µm the ratio falls tenfold and uptake falls from about 5.6 to about 0.6 / uptake ÷ surface area-to-volume ratio is about 2 for every species;
    • but the species differ in other ways (e.g. rate of growth / uptake capacity of each unit of membrane), so the correlation does not show that the ratio is the cause, OWTTE;
    • the cells are only roughly spherical, so the ratios calculated from the diameter are estimates;
    • only eight species / one value per species / no replicates or error bars are shown, so the strength of the relationship is uncertain;

    Accept readings of 3.1 to 3.3 at 4 µm and 0.2 to 0.4 at 40 µm, and a factor of about 8 to 16; the 2 µm and 20 µm points (5.5 to 5.7 and 0.55 to 0.65) can be read more closely. For 3 marks the answer must include both support from the data and at least one limitation.

  • (c) [2]
    • small cells have a larger surface area-to-volume ratio, so they take up more nitrate per unit volume (e.g. about 5.6 at 2 µm against about 0.3 at 40 µm);
    • where nitrate is scarce, small cells can still obtain enough nitrate for their volume to grow and divide, whereas large cells grow more slowly / are outcompeted, OWTTE;
    • where nitrate is plentiful, uptake across the surface can meet the needs of a larger volume, so large cells are no longer at a disadvantage, OWTTE;
  • (d) [1]
    • 1.19 µm⁻¹ (volume 2 × 33.5 = 67.0 µm³, so diameter = 4 × ∛2 = 5.04 µm; surface area 79.8 µm² ÷ 67.0 µm³, or 6 ÷ 5.04);

    Units required. Accept 1.2 µm⁻¹. ECF from the volume calculated in (a). Do not accept 0.75 µm⁻¹ (the diameter doubled, or the volume doubled with the surface area unchanged).

  • (e) [2]
    • as the cell grows its surface area-to-volume ratio falls from 1.5 to 1.19 µm⁻¹ / by about a fifth, because the volume rises faster than the surface area (ECF from (a) and (d));
    • the need for nitrate depends on the volume / amount of cytoplasm, but uptake depends on the area of plasma membrane, so uptake per unit volume falls as the cell grows, OWTTE;
    • a cell that went on growing would have an ever lower ratio, until uptake across its surface could not supply its cytoplasm;
    • division restores the ratio of each new cell to 1.5 µm⁻¹ / to its value after the previous division, OWTTE;
4. A2.2.10
  • (a) [2]
    • measures cell width and scale bar on the drawing and divides (cell width ÷ scale bar length) / working shows the ratio of the two measurements;
    • 60 (μm);

    Accept 55–65 μm. Units required for the second mark. The ratio method scores the first mark even if the arithmetic then slips.

  • (b) [2]
    • II: chloroplast;
    • III: (large central) vacuole;

    Do not accept 'vesicle' for III.

  • (c) [2]
    • plant (cell);
    • because it has a cell wall (I) OR chloroplasts (II) OR a large central vacuole (III), none of which occur in animal cells;

    The reason mark requires a named structure from the drawing. No mark for the reason if the deduction is wrong.

  • (d) [1]
    • (nucleus:) contains the chromosomes/DNA, whose genes control the activities of the cell, OWTTE;

    Accept: site of DNA replication / transcription. No mark for naming the structure without a function.

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