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Working Scientifically: Practical Skills

The A2 Unit 5 Practical Examination Tasks: Practical Analysis Task

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Overview

Recall questions on Practical Analysis Task.

What you need to know

Answer each one before you reveal it.

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Key term

State the equation linking magnification, image size and actual size.

Key term

Define resolution.

Key term

Why can a light microscope not separate two structures that are 0.1 μm apart?

Questions from this subtopic

Each one with the model answer underneath.

  1. 1

    State the equation linking magnification, image size and actual size.

    Model answer

    Magnification is equal to the size of the image divided by the actual size of the object.

  2. 2

    Define resolution.

    Model answer

    Resolution is the smallest distance between two points at which they can still be distinguished as separate.

  3. 3

    Why can a light microscope not separate two structures that are 0.1 μm apart?

    Model answer

    The resolution of a light microscope is limited by the wavelength of light to about 0.2 μm, so two points closer together than this appear as one.

  4. 4

    What is an eyepiece graticule, and why must it be calibrated?

    Model answer

    An eyepiece graticule is a scale etched on a glass disc in the eyepiece, and because its divisions are arbitrary and represent a different real length with each objective lens, it must be calibrated against a stage micrometer for every objective used.

  5. 5

    How is an eyepiece graticule calibrated?

    Model answer

    A stage micrometer bearing a scale of known division length is focused on the stage, the two scales are lined up, and the number of eyepiece divisions matching a known length on the micrometer is counted so that the real length of one eyepiece division can be calculated.

  6. 6

    Forty eyepiece divisions line up with 0.4 mm on a stage micrometer. Calculate the value of one eyepiece division in μm.

    Model answer

    0.4 mm is 400 μm, and dividing this by 40 gives one eyepiece division as 10 μm.

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