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AQA GCSE Biology · 8461
AQA 8461 · 4.7.2.1 Food Chains and Populations Check the specification (PDF) (opens in a new tab)
Describe feeding relationships using food chains (producers, consumers, predators, prey).
Interpret predator-prey cycles.
Use sampling techniques (quadrats, transects) to determine species abundance and distribution.
Calculate mean, mode, and median for abundance data.
An ecologist might want to know how many daisies grow in a field, or whether they become less common towards a shaded edge. Counting every plant would take too long, so the ecologist samples smaller areas. Abundance describes how many of the chosen species are present; distribution describes where they are found. A good sample must represent the habitat rather than just its most convenient patches.
A quadrat is a square frame of known area. It is useful for plants and other organisms that stay in place while they are counted. To sample a field without choosing favoured spots, place two tape measures at right angles along its edges to make a coordinate grid. Generate pairs of random coordinates, place the quadrat at those positions and count the target species in each one. If individual plants are difficult to distinguish, estimate their percentage cover instead. Record every result, including zero counts, and use many quadrats so that an unusually crowded or empty patch has less influence.
For counts, calculate the mean number per quadrat. The area ratio tells you how many quadrat-sized areas would fit in the whole habitat:
For example, suppose five counts from quadrats are 2, 3, 3, 4 and 8 plants. Their mean is plants per quadrat. If the field is , the estimate is plants. It is an , not an exact count; five quadrats would be a small sample for a real field survey.
Random positions help estimate a whole population, but they may obscure a change from one part of a habitat to another. A transect follows a line across such a change—for example, from shade into open ground. Lay a tape measure along the line and place the same-sized quadrat at regular distances, such as every 2 m. At each position, record the target species’ count or percentage cover. To investigate the effect of a factor, measure it at the same positions: a light meter could measure light intensity along a shade-to-sun transect. Keep the quadrat size and counting method the same so the samples can be compared.
Random quadrat positions sample a habitat for a population estimate; regular positions along a transect reveal how abundance changes with a factor.
Plot abundance against distance along the transect, choosing scales that show all the values clearly. If abundance rises as light intensity rises, the data show an association. Other conditions may also change along the line, so the pattern alone does not prove that light caused the increase.
Plant counts rise across this example transect. The graph shows a distribution pattern, not proof of its cause.
Data for Abundance along an illustrative transect
| Series | Distance along transect (m) | Number of target plants per quadrat (plants per 1 m² quadrat) |
|---|---|---|
| Target plants per quadrat | 0 | 1 |
| Target plants per quadrat | 2 | 2 |
| Target plants per quadrat | 4 | 3 |
| Target plants per quadrat | 6 | 5 |
| Target plants per quadrat | 8 | 6 |
| Target plants per quadrat | 10 | 7 |
The mean uses every count: add the counts and divide by the number of quadrats. For the counts 2, 3, 3, 4 and 8, the mean is 4. In order, the middle count is 3, so the median is 3; the most frequent count is 3, so the mode is also 3. If there is an even number of counts, find the mean of the two middle values. If no count occurs more often than the others, there is no mode. These summaries describe the sampled quadrats; the mean is the one used in the population estimate above.
Use randomly positioned quadrats for an unbiased estimate of abundance across a habitat. Count the chosen species or estimate percentage cover, repeat in many quadrats and record zeroes. Use quadrats at regular intervals on a transect to show how distribution changes across a habitat; measure the factor being investigated at each position.
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. Use matching area units.
For the median, order the counts and find the middle value (or the mean of the middle two). The mode is the most frequent value. Plot transect distance against abundance with labelled axes and suitable scales; describe the pattern without assuming it proves a cause.
For a population estimate, use the area of one quadrat and the total habitat area in the same units.
Random coordinates reduce bias; placing quadrats only where the species is easy to see does not.
On a transect graph, put distance along the transect on the horizontal axis and abundance on the vertical axis. Label both axes and choose a scale that uses the graph space well.
An association between a measured factor and abundance does not, by itself, prove that the factor caused the pattern.
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Abundance
The number of organisms of a species in an area, or an estimate such as the percentage of ground they cover.
Distribution
Where organisms of a species are found across a habitat.
Quadrat
A square frame used to sample organisms within a known area.
Transect
A line across a habitat along which samples are taken to investigate changes in distribution.
Arithmetic mean
The total of the values divided by the number of values.
Median
The middle value when data are placed in order, or the mean of the two middle values.
Mode
The value that occurs most often in a set of data.
Put your knowledge into practice — try past paper questions for Biology
Abundance
The number of organisms of a species in an area, or an estimate such as the percentage of ground they cover.
Distribution
Where organisms of a species are found across a habitat.
Quadrat
A square frame used to sample organisms within a known area.
Transect
A line across a habitat along which samples are taken to investigate changes in distribution.
Arithmetic mean
The total of the values divided by the number of values.
Median
The middle value when data are placed in order, or the mean of the two middle values.
Mode
The value that occurs most often in a set of data.