GCSE Biology - AQA
3.3.2 - Exchange Surfaces
All organisms need to exchange substances with their environments. Useful substances need to be taken in and waste products need to be removed.
Multicellular organisms need to have specialised exchange surfaces (such as lungs, gills, intestines, roots and leaves) in order to carry out exchange.
Unicellular organisms do not need specialised exchange surfaces.
The reason for this difference has to do with surface area to volume ratio.
The rate at which an organism needs to carry out exchange depends on its volume. The greater the volume of the organism, the greater the amount of exchange it needs to carry out per minute.
For example, many organisms need to take in oxygen for aerobic respiration. The greater the volume of the organism, the more oxygen it needs to take in per minute. This is because as an organism gets bigger, the amount of energy it uses per minute increases, and therefore the amount of aerobic respiration it needs to carry out per minute increases.
The rate at which an organism is able to carry out exchange depends on the surface area. The greater the surface area over which exchange is happening, the higher the rate of exchange.
Having a high surface area to volume ratio is very important for exchange.
As we have seen, an organism's volume determines the amount of exchange it needs to carry out per minute, whereas its surface area determines the amount of exchange it actually can carry out per minute.
Surface area to volume ratio tells us how much surface area there is per unit of volume. In other words, how much surface area is available to supply the exchange needs of each unit of volume.
If an organism has a low surface area to volume ratio then it may not be able to carry out exchange at a fast enough rate to meet its needs.
Unicellular organisms are generally much smaller than multicellular organisms.
They usually have very simple shapes such as a sphere, a rod with rounded ends, or some other round shape.
Because they are small, they have high surface area to volume ratios (for any given object, increasing its size causes its surface area to volume ratio to decrease). This means that they can easily meet their exchange needs simply by moving substances across their cell membrane.
Multicellular organisms are generally much bigger than unicellular organisms.
Therefore, if multicellular organisms were shaped like unicellular organisms they would have very low surface area to volume ratios.
For example, imagine an organism the size of an elephant but shaped like a sphere or a rod, and without any specialised exchange surfaces like lungs or intestines. It would have such a low surface area to volume ratio that it would never be able to meets its exchange needs and therefore it would not survive.
It is for this reason that multicellular organisms have exchange surfaces.
Exchange surfaces usually have highly folded structures. For example, roots are covered in root hairs, intestines have folds called villi and microvilli, and lungs contain many tiny air sacs called alveoli.
These structures massively increase the surface area available for exchange (although some exchange surfaces like lungs and intestines are internal to the body, they still count as part of the organism's surface area). This enables multicellular organisms to have much higher surface areas than they would have if they were shaped like unicellular organisms and therefore ensures that multicellular organisms have the high surface area to volume ratios needed to meet their exchange needs.
In order to be effective, an exchange surface needs to have the following features:
Flashcards help you memorise information quickly. Copy each question onto its own flashcard and then write the answer on the other side. Testing yourself on these regularly will enable you to learn much more quickly than just reading and making notes.
How does surface area to volume ratio affect exchange?
Why do unicellular organisms not need specialised exchange surfaces?
Why do multicellular organisms need specialised exchange surfaces?
What are the features of effective exchange surfaces?
3.3.3 - Transport Systems
3.3.1 - Introduction to Exchange and Transport
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