Fig. 2.1 is a drawing of two onion epidermal cells, A and B, viewed under a light microscope. Cell A is the cell shown; cell B was drawn from the same peel ...

Assessment: Biology (9-1) 0970 | Paper 3 Mock 01 | Theory (Core) Subject: Biology (9-1) - 0970

Question 1 Report

Fig. 2.1 is a drawing of two onion epidermal cells, A and B, viewed under a light microscope. Cell A is the cell shown; cell B was drawn from the same peel at the same magnification.

diagram
Table 2.1
CellImage length (mm)Actual length (µm)Magnification
A60200x300
B88220

(a) State two structures present in an onion epidermal cell that are absent from a human red blood cell. [2]
(b) Complete Table 2.1 by calculating the magnification used for cell B. Show your working. [2]
(c) Describe how a calibrated eyepiece graticule could be used to measure the actual width of cell A. [3]
(d) Suggest two reasons why the length measured from the drawing may differ slightly from the true length of the living cell. [2]

Answer Details

(a) A red blood cell is highly specialised for carrying oxygen: it loses its nucleus to pack in more haemoglobin, and being an animal cell it never had a wall, a large sap vacuole or chloroplasts. So structures present in the onion epidermal cell but absent from a red blood cell include (any two) the cell wall, the large permanent vacuole and the nucleus. [2] (Chloroplasts appear in the key, but a colourless onion epidermal cell normally has none, so the three above are the safest answers - flag for teacher review.)

(b) Magnification has no units, so both measurements must be in the same unit. Convert the actual length to micrometres first: \( 88\ \text{mm} = 88\,000\ \mu\text{m} \).

\( \text{magnification} = \dfrac{\text{image length}}{\text{actual length}} = \dfrac{88\,000\ \mu\text{m}}{220\ \mu\text{m}} \) [1] \( = \times 400 \) [1]

Table 2.1 (completed)
CellImage length (mm)Actual length (µm)Magnification
A60200×300
B88220×400

(c) An eyepiece graticule is just a scale of equal divisions; you do not know the real size of one division until it is calibrated. So: (1) calibrate the graticule against a stage micrometer to find the true length represented by one graticule division [1]; (2) line the graticule scale across the width of cell A and count the number of divisions it covers [1]; (3) multiply the number of divisions by the value of one division to get the actual width [1].

(d) The drawn length can differ from the true living cell because (any two): the pencil line has thickness, so the ends are hard to place exactly; the cell was not lying perfectly flat under the cover slip; there was shrinkage during staining/preparation; or the ruler was read inaccurately. [2]

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