Microscopy (AQA GCSE Biology): Revision Note

Exam code: 8461

Lára Marie McIvor

Written by: Lára Marie McIvor

Reviewed by: Dr Natalie Lawrence

Updated on

A brief history of the microscope

  • Microscopy techniques have advanced over time, enhancing our understanding of sub-cellular structures

    • 17th century: Development of the first light microscopes

      • Light microscopes use light and lenses to magnify specimens, allowing visualisation of cells and large sub-cellular structures like nuclei and vacuoles, often with the aid of stains

      • Their design has evolved to improve magnification and resolution over time

      • Resolution is the ability to distinguish two points that are close together, which is what lets you see finer detail

    • 20th century: Introduction of the first electron microscopes

      • Electron microscopes use electron beams instead of light, providing much higher resolution and magnification due to the smaller wavelength of electron beams

Electron microscopes

  • Electron microscopes have higher magnification and resolving power than light microscopes

  • They can therefore be used to study sub-cellular structures such as the mitochondrion

  • They have also helped biologists develop a better understanding of the structure of the nucleus and cell membrane

Examiner Tips and Tricks

When discussing the advantages of electron microscopes, be careful with your use of language. Use terms such as "higher resolution", "higher resolving power" and "can see more sub-cellular structures" rather than "cells appear bigger" and "higher zoom".

Loading video: 2.1.3 AQA GCSE Magnification Calculations

Magnification calculations

  • Magnification is calculated using the following equation:

magnification = size of image ÷ size of real object

Magnification equation triangle

  • An equation triangle can help with rearranging the equation

Triangle formula diagram labelled I over A and M, with key: I = image or drawing size, A = actual size of image, M = magnification.
An equation triangle for calculating magnification

Use this image

  • The equation can be rearranged to form:

magnification =size of imagesize of real object

size of real object =size of imagemagnification

size of image = magnification × size of real object

Examiner Tips and Tricks

Magnification calculations are easy to lose marks on. To ensure you do not lose marks in the exam:

  • Always check the units that have been given in the question – if you are asked to measure something, most often you will be expected to measure it in millimeters rather than in centimeters

  • Convert the units - convert any units that don't match before entering numbers into the equation

Remember, magnification does not have any units and is just written as ‘× 10’ or ‘× 5000’

Converting units

Converting units in biology

  • You may be given a question in your biology exam where the measurements for a magnification calculation have different units

  • You need to ensure that you convert them both into the same unit before proceeding with the calculation (usually to calculate the magnification)

Worked Example

The actual thickness of a leaf is 2000 µm, but the image size of the leaf in the diagram is 50 mm.

What is the magnification of the diagram?

Answer:

Step 1: Convert the units to determine the size of the real object

  • The image size is given in mm, so convert the size of the real object to mm

  • Remember that 1 mm = 1000 µm

20001000 = 2 mm

  • So the actual thickness of the leaf is 2 mm, and the drawing size is 50 mm

Step 2: Determine the magnification

Magnification = size of imagesize of real object

Magnification = 502

Magnification = 25

  • So the magnification is × 25

an image of a plant structure under a microscope. The text states:the actual thickness of the leaf below is 2,000 µm, but the image size of the leaf in the diagram is 50 mm. What is the magnification of the diagram?
1. 0.025
2. 25
3. 100
4. 100,000
B is circled in red.

Use this image

Examiner Tips and Tricks

Watch out for the units you are given in the answer-prompt space. Remember the following to help you convert between mm and µm, and between mm and nm:

  • 1 m = 1000 mm

  • 1 mm = 1000 µm

  • 1 µm = 1000 nm

Units

Larger → smaller

Smaller → larger

m ↔ mm

x 1000

÷ 1000

mm ↔ µm

x 1000

÷ 1000

µm ↔ nm

x 1000

÷ 1000

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Lára Marie McIvor

Author: Lára Marie McIvor

Expertise: Content Creator

Lára graduated from Oxford University in Biological Sciences and has now been a science tutor working in the UK for several years. Lára has a particular interest in the area of infectious disease and epidemiology, and enjoys creating original educational materials that develop confidence and facilitate learning.

Dr Natalie Lawrence

Reviewer: Dr Natalie Lawrence

Expertise: Content Writer

Natalie has a MCantab, Masters and PhD from the University of Cambridge and has tutored biosciences for 14 years. She has written two internationally-published nonfiction books, produced articles for academic journals and magazines, and spoken for TEDX and radio.