IB Biology HL Practical Skills Paper 1B & IA ~16 min read

Applying Lab Techniques

There are nine techniques the course expects you to know, and the requirement is always the same two things: describe the purpose and explain how to carry it out. Nobody is asking you to memorise a method word for word — they are asking whether you understand what the technique is for.

📚 What you need to know

1. Chromatography

Purpose: to separate the components of a mixture — classically the photosynthetic pigments in a leaf — and to identify them.

Separation happens because each component has a different solubility in the solvent and a different attraction to the paper. The more soluble a component is, and the less it is held by the paper, the further it travels.

🧩 Carrying it out

  1. Draw a baseline in pencil near the bottom of the paper. Pencil is used because ink would dissolve and separate too.
  2. Apply a small, concentrated spot of the mixture to the baseline, letting it dry between applications.
  3. Stand the paper in a small volume of solvent, making sure the solvent level is below the baseline, or the spot will simply dissolve into it.
  4. Cover the container so the atmosphere becomes saturated with solvent vapour and the solvent does not evaporate from the paper.
  5. Remove the paper before the solvent front reaches the top, and mark the front immediately in pencil.
  6. Measure from the baseline to the centre of each spot, and to the solvent front.
Retardation factor Rf = distance moved by the spot ÷ distance moved by the solvent front

Rf has no units, because it is a distance divided by a distance, and it is always less than 1. For a given solvent and paper it is a constant for each substance, so it can be used to identify components by comparing with known values.

Chromatography and the Rf calculation Always measure to the centre of a spot, never its edge 5.2 cm 8.0 cmsolvent front pencil baseline solventRf = distance moved by the spot divided by distance moved by the solvent Rf = 5.2 divided by 8.0 = 0.65
If your solvent runs off the top of the paper you cannot calculate anything, because there is no measurable solvent front. That single mistake ruins more chromatography practicals than any other.

2. Colorimetry and serial dilutions

Purpose: to measure the concentration of a coloured solution, or how much light a suspension blocks, by measuring how much light passes through it.

A colorimeter shines light of a chosen wavelength through a sample in a cuvette and measures the absorbance (or transmission). The more concentrated the coloured solution, the more light is absorbed. The instrument must first be zeroed with a blank — a cuvette containing only the solvent.

A colorimeter reading on its own means nothing. To convert absorbance into concentration you need a calibration curve, and to build one you need a set of solutions of known concentration — which is what a serial dilution gives you.

A tenfold serial dilution1 cm3 into 9 cm3 1 cm3 into 9 cm3 1 cm3 into 9 cm3 1 cm3 into 9 cm3 1.0 0.1 0.01 0.001 0.0001 stockConcentrations in mol per cubic decimetre Mix each tube thoroughly before taking the next sample, or every value below it is wrong
Serial dilution is used because it is far more accurate than trying to measure out a tiny volume directly. Making 0.0001 mol dm−3 in one step would mean measuring 0.0025 cm3 of stock, which no school apparatus can do.

Once you have the dilutions, measure the absorbance of each, plot absorbance against known concentration, and draw a line of best fit. That is your calibration curve. An unknown sample can then be read off it: find its absorbance on the y-axis, go across to the line, and read the concentration below.

3. Physical and digital molecular modelling

Purpose: to represent molecules in three dimensions so that shape, bonding and interactions can be understood.

Physical models — ball-and-stick kits — make bond angles and the arrangement of atoms tangible. Digital models can be rotated, zoomed and stripped back to show only a backbone or an active site, and can handle molecules far too large to build by hand, such as a whole enzyme.

The evaluation point examiners like: every model is a simplification. A ball-and-stick model shows connectivity clearly but wildly exaggerates the empty space in a molecule; a space-filling model shows volume correctly but hides the bonds.

4. The light microscope and eyepiece graticule

Purpose: to measure the actual size of a specimen seen down a microscope.

An eyepiece graticule is a tiny scale inside the eyepiece. It stays the same apparent size whatever objective lens you use, so its divisions have no fixed value — the same division covers a different real distance at each magnification. That is why it has to be calibrated first, against a stage micrometer: a slide with a scale of known size etched onto it, usually with divisions of 10 µm.

Calibrate first, then measure 50 eyepiece divisions line up with 200 micrometres the same graticule scale the cell spans 18 divisions1 division = 200 / 50 = 4 micrometres cell = 18 x 4 = 72 micrometres Recalibrate every time you change objective lens, or the division value is wrong
The stage micrometer is only needed once per magnification. After that it comes off the stage and the graticule does all the work.

5. Preparation of temporary mounts

Purpose: to view fresh or living material under a microscope without permanently preserving it.

Common stains include iodine for starch, and methylene blue for animal cell nuclei. Stains increase contrast, because most cell components are transparent.

6. Identifying and classifying organisms

Purpose: to identify an unknown organism from its observable features.

The standard tool is a dichotomous key — a series of paired statements, each pair splitting the remaining possibilities in two. Start at the first pair, choose the statement that matches your specimen, and follow it to the next pair or to a name.

Good keys use features that are constant and easy to observe — number of legs, leaf shape, presence of a shell. Poor keys use features that vary with age, season or individual, such as overall size or colour intensity.

7. Sampling techniques

Purpose: to estimate the abundance or distribution of organisms without counting every individual.

Random and systematic sampling do different jobsRANDOM SYSTEMATIC quadrat positions from random numbers use when the habitat looks uniform quadrats at fixed intervals on a transect use when there is a gradient to followChoosing quadrat positions by eye is neither of these, and introduces bias
Random sampling avoids bias so the sample represents the whole area. Systematic sampling deliberately introduces a pattern, because the pattern is the thing being investigated — how a community changes from the low shore to the high shore, for example.

8. Karyotyping and karyograms

Purpose: to examine an individual’s chromosomes for number and structure.

Cells are arrested in metaphase, when chromosomes are most condensed and visible, then stained and photographed. A karyogram is the resulting image with the chromosomes cut out and arranged in homologous pairs, ordered by size and by the position of the centromere.

From a karyogram you can determine biological sex (from the sex chromosomes) and detect abnormalities in chromosome number, such as a trisomy where three copies of one chromosome are present instead of two.

9. Cladogram analysis

Purpose: to show and interpret the evolutionary relationships between groups of organisms.

A cladogram is a branching diagram built from shared derived characteristics, increasingly from base sequence or amino acid sequence data. Each node is a common ancestor, and each branch point represents a divergence.

The key skill is reading relatedness correctly: two groups are more closely related if they share a more recent common ancestor. Position along the top of the diagram means nothing — branches can be rotated at any node without changing what the cladogram says.

TechniqueIts purposeThe detail examiners look for
ChromatographySeparate and identify components of a mixturePencil baseline, solvent below the line, Rf to the spot centre
ColorimetryFind concentration from absorbanceZero with a blank, and use a calibration curve
Serial dilutionMake a range of known concentrationsThe dilution factor at each step, and mixing between steps
Molecular modellingRepresent molecules in three dimensionsWhat the model simplifies or exaggerates
Eyepiece graticuleMeasure specimen size down a microscopeCalibration against a stage micrometer at each magnification
Temporary mountsView fresh material under a microscopeThin section, coverslip lowered at an angle, stain for contrast
Dichotomous keysIdentify an unknown organismPaired statements based on constant, observable features
SamplingEstimate abundance and distributionRandom for uniform areas, systematic for gradients
KaryogramsExamine chromosome number and structureMetaphase cells, arranged by size and centromere position
CladogramsShow evolutionary relationshipsRelatedness read from the most recent common ancestor
Read the command term before you start writing. Describe the purpose wants one or two sentences on what the technique is for and why it exists. Explain how to carry it out wants the steps, with the reason for the fiddly ones — why the baseline is pencil, why the container is covered, why you calibrate again after changing lens.

Worked examples

WE 1

Calculating and using an Rf value

A leaf pigment separates into a spot 6.3 cm from the baseline; the solvent front is 9.0 cm from the baseline. In this solvent, known Rf values are: carotene 0.95, xanthophyll 0.70, chlorophyll a 0.65, chlorophyll b 0.45. Calculate the Rf and identify the pigment. (3 marks)

Step 1: substitute Rf = 6.3 ÷ 9.0 Step 2: calculate Rf = 0.70 (no units) Step 3: identify This matches the value for xanthophyll. Step 4: the necessary caution Rf values are only comparable if the same solvent and paper were used, so the identification depends on the reference values coming from identical conditions. Rf = 0.70, so the pigment is xanthophyll Rf never has units and is never greater than 1. If you get 1.4, you have divided the wrong way round.
WE 2

Calibrating a graticule

Under the ×40 objective, 100 eyepiece graticule divisions line up exactly with 40 divisions of a stage micrometer. Each stage micrometer division is 10 µm. A cell measures 26 eyepiece divisions across. Calculate its actual width. (4 marks)

Step 1: find the real distance covered 40 × 10 = 400 µm Step 2: find the value of one eyepiece division 400 ÷ 100 = 4 µm per division Step 3: measure the cell 26 × 4 = 104 µm Step 4: the point of the exercise If the objective is changed, the eyepiece divisions stay the same apparent size but now cover a different real distance, so the calibration must be repeated. The cell is 104 µm wide check your answer is sensible. Most plant cells are tens to hundreds of micrometres across, so 104 µm is believable; 104 mm would not be.
WE 3

Planning a dilution

A student has a 2.0 mol dm−3 stock solution and needs 25 cm3 of a 0.4 mol dm−3 solution. Calculate the volume of stock required, and state how to prepare it. (3 marks)

Step 1: use the dilution relationship c1V1 = c2V2, so V1 = (0.4 × 25) ÷ 2.0 Step 2: calculate V1 = 10 ÷ 2.0 = 5.0 cm3 of stock Step 3: state the method Measure 5.0 cm3 of stock with a pipette, add 20.0 cm3 of distilled water to make the total up to 25 cm3, and mix thoroughly. Step 4: the check The solution has been diluted five-fold, and 2.0 ÷ 5 = 0.4, which confirms the answer. 5.0 cm3 of stock plus 20.0 cm3 of water the classic error is adding 25 cm3 of water to the stock, giving 30 cm3 of the wrong concentration. Make the volume up to the target, do not add the target.

💡 Exam tips

⚠ Common mistakes

Pulling the skill set together

Three pages, one question repeated in different forms: can this procedure be trusted? Safety and ethics decide whether it should be done at all. Measurement decides whether the numbers mean anything. Technique decides whether the method actually answers the question you asked.

Where these marks appear. Not just in Paper 1B. Every one of these ideas is assessed again in your internal assessment, where “explain how you minimised risk” and “evaluate the precision of your measurements” are worth real credit — and where a generic answer stands out immediately.

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