Sampling and biodiversity

Use quadrats and transects and evaluate sampling methods.

Start here

The key idea

Sampling estimates abundance and distribution without counting every organism.Good samples are representative and reduce bias.

Random quadrat samplingSample several random coordinates, then calculate a mean.
Random quadrat samplingSample several random coordinates, then calculate a mean.count in quadratrepeat randomlyfind meanscale to area
Revision notes

The bit that matters

Learn the process in clean chunks. If a sentence explains a cause, make sure you can say the effect too.

1

Using quadrats

A quadrat is a square frame used to sample the distribution of slow moving or non moving organisms such as plants.Quadrats are placed randomly, often using random number coordinates, to avoid bias, and the number of organisms or percentage cover in each is recorded.The mean number per quadrat is calculated and multiplied up by the ratio of the total area to the quadrat area to estimate the population of the whole habitat.

2

Using transects

A transect is a line, often a tape measure, laid across a habitat to investigate how the distribution of organisms changes across an area, for example from a path into a field.Quadrats are placed at regular intervals along the line and the organisms counted.This is used to study how an abiotic factor, such as light or trampling, affects the distribution of species.

3

Biodiversity

Biodiversity is the variety of all the different species of organisms on Earth or within an ecosystem.A greater biodiversity makes an ecosystem more stable because species depend on each other for resources.Human activities such as pollution, deforestation and increasing greenhouse gases are reducing biodiversity, which can have serious consequences for the future of life on Earth.

4

Maintaining biodiversity

Programmes have been put in place to try to reduce the negative effects of humans on ecosystems and maintain biodiversity.These include breeding programmes for endangered species, protection and regeneration of rare habitats, reintroduction of field margins and hedgerows on farms, reducing deforestation and recycling resources rather than dumping waste in landfill.There is often a conflict between these aims and the needs of farming and development.

Key terms

Definitions to learn

Quadrat

A square frame used to sample the abundance of organisms in an area.

Transect

A line along which organisms are sampled to study changes in distribution.

Random sampling

Sampling at random positions to avoid bias and give a fair estimate.

Biodiversity

The variety of different species in an ecosystem or on Earth.

Mean

The average value found by adding the values and dividing by the number of values.

Abundance

The number of individuals of a species in a given area.

Worked example

A student finds 18 daisies in five 1 m2 quadrats. Estimate the number in a 120 m2 field.

1

Find the mean per quadrat: 18 / 5 = 3.6.

2

Multiply by field area: 3.6 × 120 = 432.

Final answer

Estimated population = 432 daisies.

Exam habit

Use random coordinates to place quadrats, not convenient patches.State the mean number per quadrat before scaling to area.Justify sampling size — more quadrats gives a more reliable estimate.

Watch out

Use random coordinates for abundance estimates to reduce sampling bias.

Examiner tips

How to score full marks

  • 1State that quadrats are placed randomly to avoid bias and make the sample representative.
  • 2When estimating population size, show the calculation: mean per quadrat multiplied by the total area divided by the quadrat area.
  • 3Use a transect, not random quadrats, when the question asks how distribution changes across a gradient or with distance.
Practice questions

Try these yourself

Open each answer only after you have explained the full biological process.

1When is a transect useful?
Mark scheme
  1. 1.Think about change across an area.
When studying how distribution changes along an environmental gradient.
2Why should a student use many quadrats?
Mark scheme
  1. 1.Link sample size to reliability.
A larger sample is more representative and reduces the effect of anomalies.
3What is biodiversity?
Mark scheme
  1. 1.Mention variety of living organisms.
The variety of different species living in an ecosystem.
4What is biodiversity?[1 mark]
Mark scheme
  1. 1.State it is the variety of species.
The variety of different species in an ecosystem or on Earth (1)
5Why are quadrats placed at random positions in a field?[1 mark]
Mark scheme
  1. 1.Think about bias and a fair sample.
To avoid bias or make the sample representative of the whole area (1)
6Describe how you would use a transect to investigate how the distribution of a plant changes from a footpath into a field.[3 marks]
Mark scheme
  1. 1.Lay a line, place quadrats at intervals, record counts.
Lay a tape measure as a transect line from the path into the field (1); place a quadrat at regular intervals along the line (1); count the number of the plant or estimate percentage cover in each quadrat (1)
7Give two reasons why maintaining biodiversity is important and one human activity that reduces it.[3 marks]
Mark scheme
  1. 1.Give benefits and a threat.
Any two benefits from: greater biodiversity makes ecosystems more stable (1); species depend on each other for food and shelter (1); maintains resources for the future (1); one human activity from: deforestation, pollution, building or increasing greenhouse gases (1)
8A student uses a 0.5 metre by 0.5 metre quadrat and finds a mean of 6 daisies per quadrat in a field measuring 20 metres by 20 metres. Estimate the total number of daisies in the field, showing your working.[4 marks]
Mark scheme
  1. 1.Find the quadrat area and the field area.
  2. 2.Scale up the mean count.
Quadrat area is 0.5 times 0.5 which is 0.25 square metres (1); field area is 20 times 20 which is 400 square metres (1); number of quadrats that fit is 400 divided by 0.25 which is 1600 (1); estimated total is 6 times 1600 which is 9600 daisies (1)
9Explain why increasing the number of quadrats used in a sampling investigation increases the reliability of the population estimate.[3 marks]
Mark scheme
  1. 1.Link sample size to reducing the effect of anomalies.
A larger number of quadrats gives a larger sample (1); this reduces the effect of random variation or anomalous results in any one quadrat (1); the mean becomes more representative of the actual population density across the whole area (1).
10A student counts 20 woodlice under rocks along a transect and 3 woodlice on open ground. Explain this distribution in terms of abiotic factors.[4 marks]
Mark scheme
  1. 1.Identify relevant abiotic factors.
  2. 2.Link them to woodlice biology.
Under rocks conditions are darker and more humid/moist (1); open ground is drier and more exposed to light (1); woodlice lose water rapidly and are adapted to moist conditions, so they are found where moisture is higher (1); they also avoid light to reduce the risk of predation and desiccation (1).
11A conservation charity wants to assess whether a management programme has increased the species diversity of a meadow. Describe how they could compare biodiversity before and after the programme.[4 marks]
Mark scheme
  1. 1.Describe the sampling method.
  2. 2.State what data to collect and how to compare.
Use random quadrats to sample the meadow before and after the programme (1); record all species present and their abundance or percentage cover in each quadrat (1); calculate the number of different species (species richness) and compare before and after (1); use a diversity index to compare both the number and relative abundance of species (1).
12Explain how deforestation reduces biodiversity, including effects on both species in the forest and on the wider ecosystem.[5 marks]
Mark scheme
  1. 1.Describe direct habitat loss.
  2. 2.Include knock-on effects on food webs and climate.
Deforestation destroys the habitat of forest-dwelling species (1); animals lose food sources and shelter so populations decline or become locally extinct (1); interdependence means other species that depend on those animals are also affected (1); fewer trees mean less carbon dioxide is absorbed by photosynthesis (1); increased atmospheric carbon dioxide contributes to climate change, altering conditions for species worldwide and reducing global biodiversity (1).
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