Get matched

Cambridge theory and practical preparation

Start questions

AI-assisted English content review; independent teacher approval pending.

Practice scope and review

Original, AI-authored English practice with worked guidance. Selected topics only; independent teacher review is pending. This is not a complete syllabus, official past-paper collection or predicted exam score. Check your own exam-board specification: these concepts are not certified against a particular board or exam year.

92 original questions across 17 selected topic areas. No account or payment required to practise.

Cambridge International AS & A Level Biology (9700), examination year 2027: AI-assisted conceptual alignment to official sources, not teacher or exam-board certification. Syllabus mapping and remaining coverage.

5 questions in this topic

Exact English revisions checked in an AI-assisted academic review; independent teacher approval is still pending.

All topics

Targeted original worked practice for previously unsupported sections. Selected theoretical support, not complete leaf-outcome coverage or a substitute for supervised practical assessment.

Subtopics in this topic (5)
  • Microscopy preparation and calibrated measurement
  • Recording observations without invented detail
  • Replicates, statistical choices and evidence-based conclusions
  • Dilution records and reliable preparation
  • Microscopy measurements and repeatability

5 of 5 questions shown

Loading saved responses

Question 1Written preparation only: an eyepiece reticle is calibrated so that 25 divisions equal 100 μm on a stage micrometer. A cell spans 18 divisions with the same objective and optical configuration. Calculate its length, explain why the calibration does not automatically apply with another objective, and describe two precautions for preparing and observing a simple teacher-approved plant-tissue mount.5 indicative marks

Written preparation only: an eyepiece reticle is calibrated so that 25 divisions equal 100 μm on a stage micrometer. A cell spans 18 divisions with the same objective and optical configuration. Calculate its length, explain why the calibration does not automatically apply with another objective, and describe two precautions for preparing and observing a simple teacher-approved plant-tissue mount.

Cambridge 2027: Partial conceptual match

Microscopy preparation and calibrated measurement: selected explicit written support for internal practical inventory row 1. The source inventory is section-level, not an exhaustive leaf-outcome ledger; one exercise does not establish every outcome or practical bullet. Practical row IDs are internal identifiers, not official numbered syllabus codes. Paper 5 assesses planning and analysis in writing, but adequate preparation requires supervised laboratory experience; actual apparatus use, specimen handling and performance are not demonstrated here. Independent teacher approval is pending.

AI-assisted placement. Independent teacher approval pending.

Show indicative guidance

Worked guidance

  1. Divide the known distance by the reticle division count, then multiply by the cell's division count. Do not multiply by objective magnification a second time.
  2. A reticle division has no fixed specimen-scale length at every magnification; calibration applies to a particular optical configuration.
  3. A teacher must observe preparation and instrument handling to assess practical performance. This task assesses written planning and calibration arithmetic only.

Self-marking points

View marking points
  1. Calibration is 100/25 = 4.0 μm per division, so 18 divisions represent 72 μm.
  2. Changing the objective changes image scale and requires the appropriate recalibration.
  3. Use a thin, suitably mounted specimen and avoid trapped air or overlapping tissue that obscures observation.
  4. Begin at low power and focus safely without driving the objective into the slide; follow the risk assessment for glass and any stain.
  5. A description does not demonstrate actual mount preparation, focusing or microscope control.

Examiner tip

Use the stated assumptions and distinguish observed evidence from interpretation. Original AI-reviewed written preparation; independent teacher approval pending. Practical technique requires direct supervised observation.

Question 2A fictional low-power transverse stem image is described as showing three concentric tissue regions: outer epidermis, a wide cortex and a central vascular region. Individual cells are not resolved and no scale calibration is supplied. Explain how to make a large biological plan drawing and how it differs from a high-power cell drawing. Give suitable labels and explain what scale information can be recorded. Why would adding cell walls or nuclei that were not resolved misrepresent this image?5 indicative marks

A fictional low-power transverse stem image is described as showing three concentric tissue regions: outer epidermis, a wide cortex and a central vascular region. Individual cells are not resolved and no scale calibration is supplied. Explain how to make a large biological plan drawing and how it differs from a high-power cell drawing. Give suitable labels and explain what scale information can be recorded. Why would adding cell walls or nuclei that were not resolved misrepresent this image?

Cambridge 2027: Partial conceptual match

Recording observations without invented detail: selected explicit written support for internal practical inventory row 2. The source inventory is section-level, not an exhaustive leaf-outcome ledger; one exercise does not establish every outcome or practical bullet. Practical row IDs are internal identifiers, not official numbered syllabus codes. Paper 5 assesses planning and analysis in writing, but adequate preparation requires supervised laboratory experience; actual apparatus use, specimen handling and performance are not demonstrated here. Independent teacher approval is pending.

AI-assisted placement. Independent teacher approval pending.

Show indicative guidance

Worked guidance

  1. Match the drawing's level of organisation to the evidence. A plan shows tissue arrangement rather than every textbook structure expected in a stem.
  2. Use proportions and accurate labels. A numerical scale bar requires a known physical calibration; the stipulated absence of one prevents a justified numerical scale.
  3. Separate observation from interpretation. Feedback must examine the actual drawing to assess drawing quality; these written conventions alone cannot certify it.

Self-marking points

View marking points
  1. Draw clear, continuous outlines of the observed tissue boundaries, preserving relative proportions.
  2. Label epidermis, cortex and vascular region with unambiguous label lines.
  3. State that a calibrated scale is unavailable; do not invent a scale bar or magnification from page size.
  4. A plan drawing shows tissue distribution, not unobserved individual cells or nuclei; avoid shading used to disguise uncertain boundaries.
  5. A high-power cell drawing requires resolved cell-level detail from a suitable image or specimen; the description does not provide it.

Examiner tip

Use the stated assumptions and distinguish observed evidence from interpretation. Original AI-reviewed written preparation; independent teacher approval pending. Practical technique requires direct supervised observation.

Question 3In a fictional plant-disc assay, each of two concentrations, A and B, is tested in three separate independently prepared vials, with five matched leaf discs per vial. Vial mean response times are A: 40, 44, 42 s and B: 31, 35, 33 s. Calculate each overall mean, range and sample standard deviation, using s = sqrt(sum((x - mean)²)/(n - 1)). Identify the treatment replication unit and propose a graph and a statistical test, stating its null hypothesis and assumptions. Summarise the observed difference and explain why these records alone do not establish causality. Give a controlled variable and one improvement; do not invent a p-value.6 indicative marks

In a fictional plant-disc assay, each of two concentrations, A and B, is tested in three separate independently prepared vials, with five matched leaf discs per vial. Vial mean response times are A: 40, 44, 42 s and B: 31, 35, 33 s. Calculate each overall mean, range and sample standard deviation, using s = sqrt(sum((x - mean)²)/(n - 1)). Identify the treatment replication unit and propose a graph and a statistical test, stating its null hypothesis and assumptions. Summarise the observed difference and explain why these records alone do not establish causality. Give a controlled variable and one improvement; do not invent a p-value.

Cambridge 2027: Partial conceptual match

Replicates, statistical choices and evidence-based conclusions: selected explicit written support for internal practical inventory row 3, internal practical inventory row 5, internal practical inventory row 6. The source inventory is section-level, not an exhaustive leaf-outcome ledger; one exercise does not establish every outcome or practical bullet. Practical row IDs are internal identifiers, not official numbered syllabus codes. Paper 5 assesses planning and analysis in writing, but adequate preparation requires supervised laboratory experience; actual apparatus use, specimen handling and performance are not demonstrated here. Independent teacher approval is pending.

AI-assisted placement. Independent teacher approval pending.

Show indicative guidance

Worked guidance

  1. Compute each mean by summing three vial means and dividing by three. Both ranges are maximum minus minimum, giving 4 s. The sums of squared deviations are both 8 s2s^{2}, so sample variance is 8/2 = 4 s2s^{2} and sample SD is 2 s.
  2. Locate independent treatment units before choosing n. Five discs sharing a vial are subsamples, and repeated timing within that vial does not create new treatment replicates.
  3. A graph should distinguish the three observed vial means from their group summary; label SD rather than presenting it as a confidence interval. Choose the test for independent continuous outcomes, not a correlation or a chi-squared test of frequencies.
  4. Calculate the relative difference as (42 - 33)/42 × 100 = 21.4%. No random allocation or mechanistic evidence is supplied. Statistical association, even if a later justified test supports it, would not by itself establish causality.
  5. More independent vials improve estimation of variability, while random allocation addresses allocation bias and temperature control addresses a specific confounder. None alone guarantees a causal explanation or demonstrates actual assay technique.

Self-marking points

View marking points
  1. A has mean 42 s, range 4 s and sample standard deviation 2.0 s; B has mean 33 s, range 4 s and sample standard deviation 2.0 s.
  2. There are three treatment replicates per condition: the vials, not fifteen independent discs. Discs in a vial share treatment conditions.
  3. Plot concentration category on the horizontal axis and mean response time / s vertically; display individual vial means and clearly labelled SD error bars.
  4. An unpaired Student's t-test can compare independent continuous vial means if normal-population and equal-variance assumptions are reasonable; the null hypothesis is equal population mean response times. Three vials do not establish those assumptions.
  5. B's observed mean is 9 s lower, approximately 21.4% lower relative to A. The difference supports an association in these samples, not proof of a concentration-caused effect or statistical significance without a justified analysis.
  6. Control light, temperature, disc size, leaf source and total volume as appropriate. Randomise treatment assignment and increase independent vial replication; retain raw records and investigate confounding.

Examiner tip

Use the stated assumptions and distinguish observed evidence from interpretation. Original AI-reviewed written preparation; independent teacher approval pending. Practical technique requires direct supervised observation.

Question 4Written preparation for a teacher-approved assay: use a 0.100 mol/dm³ stock to plan 10.0 cm³ samples at 0.100, 0.080, 0.060, 0.040 and 0.020 mol/dm³. Assume stock and diluent volumes are additive for this model. Calculate the required volumes, describe measurement and labelling, and explain how unequal final volumes could confound a rate comparison. No hazardous reagent is specified.5 indicative marks

Written preparation for a teacher-approved assay: use a 0.100 mol/dm³ stock to plan 10.0 cm³ samples at 0.100, 0.080, 0.060, 0.040 and 0.020 mol/dm³. Assume stock and diluent volumes are additive for this model. Calculate the required volumes, describe measurement and labelling, and explain how unequal final volumes could confound a rate comparison. No hazardous reagent is specified.

Cambridge 2027: Partial conceptual match

Dilution records and reliable preparation: selected explicit written support for internal practical inventory row 1, internal practical inventory row 2. The source inventory is section-level, not an exhaustive leaf-outcome ledger; one exercise does not establish every outcome or practical bullet. Practical row IDs are internal identifiers, not official numbered syllabus codes. Paper 5 assesses planning and analysis in writing, but adequate preparation requires supervised laboratory experience; actual apparatus use, specimen handling and performance are not demonstrated here. Independent teacher approval is pending.

AI-assisted placement. Independent teacher approval pending.

Show indicative guidance

Worked guidance

  1. Each sample's solute comes from its stock aliquot. Divide the target amount, CfinalVfinal, by stock concentration to find the stock volume.
  2. Construct unit-labelled columns for concentration, stock volume and diluent volume. Under the additive-volume assumption, each pair must sum to 10.0 cm³.
  3. Apparatus choice depends on required tolerance and available equipment. Correct arithmetic still requires careful measurement, consistent mixing and supervised execution.

Self-marking points

View marking points
  1. Use CstockVstock = CfinalVfinal with Vfinal = 10.0 cm³.
  2. Stock volumes are 10.0, 8.0, 6.0, 4.0 and 2.0 cm³; respective diluent volumes are 0.0, 2.0, 4.0, 6.0 and 8.0 cm³.
  3. Label concentrations and units, use suitable calibrated volumetric apparatus, and record actual measurements and tolerances rather than assuming perfect delivery.
  4. Unequal final volumes could change other concentrations, geometry or collection conditions, so constant volume helps isolate concentration.
  5. A written volume plan does not demonstrate pipetting, mixing or contamination control; these require observed practical work.

Examiner tip

Use the stated assumptions and distinguish observed evidence from interpretation. Original AI-reviewed written preparation; independent teacher approval pending. Practical technique requires direct supervised observation.

Question 5Five fictional calibrated cell-length measurements are 60, 64, 66, 70 and 90 μm. A student deletes 90 solely because it is larger. Calculate the mean before any deletion, explain what to check before excluding a value, and propose an unbiased sampling and measurement improvement. Distinguish genuine biological variation from systematic calibration error and state the limits of conclusions from these five records.5 indicative marks

Five fictional calibrated cell-length measurements are 60, 64, 66, 70 and 90 μm. A student deletes 90 solely because it is larger. Calculate the mean before any deletion, explain what to check before excluding a value, and propose an unbiased sampling and measurement improvement. Distinguish genuine biological variation from systematic calibration error and state the limits of conclusions from these five records.

Cambridge 2027: Partial conceptual match

Microscopy measurements and repeatability: selected explicit written support for internal practical inventory row 1, internal practical inventory row 3. The source inventory is section-level, not an exhaustive leaf-outcome ledger; one exercise does not establish every outcome or practical bullet. Practical row IDs are internal identifiers, not official numbered syllabus codes. Paper 5 assesses planning and analysis in writing, but adequate preparation requires supervised laboratory experience; actual apparatus use, specimen handling and performance are not demonstrated here. Independent teacher approval is pending.

AI-assisted placement. Independent teacher approval pending.

Show indicative guidance

Worked guidance

  1. Calculate from all observations unless a valid documented reason justifies exclusion. An unusual value prompts investigation, not automatic deletion.
  2. A stage-micrometer check addresses calibration bias; broader predefined sampling addresses representativeness. Repeated measurements of the same cell assess measurement repeatability, not additional independent biological replication.
  3. Report sampling, spread and the mean. Teacher observation and a more representative sample would be needed for stronger claims about technique or the cell population.

Self-marking points

View marking points
  1. The mean of all five lengths is 350/5 = 70 μm.
  2. Do not exclude a value solely because it is large; check the image, calibration, transcription and predeclared objective exclusion criteria.
  3. Use a predeclared random or systematic sampling method across fields, keeping raw records and any exclusion reason.
  4. Biological variation reflects real differences between cells; systematic calibration error can bias every length and is not removed by averaging more cells.
  5. Five records are a small sample, not proof about all cells or about the observer's actual microscope technique.

Examiner tip

Use the stated assumptions and distinguish observed evidence from interpretation. Original AI-reviewed written preparation; independent teacher approval pending. Practical technique requires direct supervised observation.

All AS & A Level subjects