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9.1.5 Determining number of organisms in an area

Sampling Estimates Abundance

Definition

Abundance

Abundance is the number of organisms of a species in an area, or how common that species is.

  1. Abundance is the number of organisms of a species in an area, or how common that species is.
  2. Sampling measures part of a habitat because counting every organism is usually too slow, impractical or damaging.
  3. A representative sample has the same general pattern as the whole area, so the estimate is less affected by selection bias.
  4. Raw data are the original counts or percentage-cover readings recorded during fieldwork before a mean or estimate is calculated.

Quadrats Estimate Population Size

Definition

Quadrat

A quadrat is a square frame of known area used to sample the abundance of plants and slow-moving organisms.

  1. A quadrat is a square frame of known area used to sample plants and slow-moving organisms.
  2. Mark out the area with two tape measures at right angles, then use a random number generator to choose coordinate pairs.
  3. Place the quadrat at each coordinate and count one named species, or estimate its percentage cover.
  4. Use a boundary rule, such as counting organisms touching the top and left edges but not the bottom and right edges, and apply it every time.
  5. Repeat at many coordinates and calculate the mean so one unusually dense or sparse quadrat has less effect on the estimate.
  6. Estimate population size with estimated population=total areaarea of one quadrat×mean count per quadrat\text{estimated population}=\dfrac{\text{total area}}{\text{area of one quadrat}}\times\text{mean count per quadrat}estimated population=area of one quadrattotal area​×mean count per quadrat.
Example
  • Five 0.25 m20.25\,\mathrm{m}^20.25m2 quadrats contain 444, 666, 555, 777 and 333 daisies, so mean=4+6+5+7+35=5\text{mean}=\dfrac{4+6+5+7+3}{5}=5mean=54+6+5+7+3​=5.
  • A field of 200 m2200\,\mathrm{m}^2200m2 contains 2000.25=800\dfrac{200}{0.25}=8000.25200​=800 quadrat-sized areas.
  • The estimated daisy population is 800×5=4000800\times5=4000800×5=4000.

Raw Data Must Be Processed Carefully

  1. Calculate a mean with mean=sum of all countsnumber of quadrats\text{mean}=\dfrac{\text{sum of all counts}}{\text{number of quadrats}}mean=number of quadratssum of all counts​.
  2. Population density can be calculated with population density=number of organismsarea sampled\text{population density}=\dfrac{\text{number of organisms}}{\text{area sampled}}population density=area samplednumber of organisms​.
  3. Percentage cover is estimated with percentage cover=occupied grid squarestotal grid squares×100\text{percentage cover}=\dfrac{\text{occupied grid squares}}{\text{total grid squares}}\times100percentage cover=total grid squaresoccupied grid squares​×100.
  4. Keep units consistent because the total area and quadrat area must use the same area unit before scaling.
Practical

Practical: Quadrats and Belt Transects

  • Aim: Find how the abundance of low-growing plants changes from open ground into shade and relate the pattern to light intensity.
  • Apparatus: A 1 m21\,\mathrm{m}^21m2 gridded quadrat, a tape measure at least 20 m20\,\mathrm{m}20m long, pegs, a light meter, an identification key, a clipboard and recording sheet.
  • Method:
    • Choose a clear gradient from open ground into deep shade.
    • Lay and peg the tape in a straight line.
    • Place the quadrat against the tape at 0 m0\,\mathrm{m}0m.
    • Record the count or percentage cover of each named species.
    • Measure light intensity just above the ground.
    • Move the quadrat at fixed intervals such as every 2 m2\,\mathrm{m}2m.
    • Repeat to the end of the transect.
    • Then plot abundance and light intensity against distance.
  • Boundary rule: Count plants touching only the top and left edges of the quadrat so the same plant is not counted twice.
  • Variables: Change distance along the gradient, measure plant abundance and light intensity, and keep quadrat area, interval length, identification method, boundary rule, light-meter height, time of day and weather conditions as consistent as possible.
  • Results: Light-demanding plants often become less abundant in deeper shade because lower light reduces photosynthesis and therefore reduces glucose production for growth.
  • Maths: For random quadrat sampling, use estimated population=total areaquadrat area×mean count\text{estimated population}=\dfrac{\text{total area}}{\text{quadrat area}}\times\text{mean count}estimated population=quadrat areatotal area​×mean count, and for a gridded quadrat calculate percentage cover=occupied squarestotal squares×100\text{percentage cover}=\dfrac{\text{occupied squares}}{\text{total squares}}\times100percentage cover=total squaresoccupied squares​×100.
  • Watch out: Cloud cover and time of day change light readings, so work promptly, record the conditions, repeat parallel transects and calculate means.
  • Safety: Check for uneven ground, stinging plants, insect bites and allergens, work in pairs, wash your hands after fieldwork and disturb the habitat as little as possible.

Transects Show Change Across a Gradient

Definition

Belt transect

A belt transect is a line across a habitat along which quadrats are placed at regular intervals to measure how abundance changes across an environmental gradient.

  1. A belt transect uses quadrats placed at regular intervals along a line to measure abundance across an environmental gradient.
  2. A line transect records organisms touching the line, while a belt transect samples a strip and gives abundance as well as presence.
  3. Systematic sampling uses fixed intervals because the purpose is to reveal a change with distance, rather than estimate one area's mean abundance randomly.
  4. Measure an abiotic factor at each position with suitable equipment, such as temperature with a thermometer or light intensity with a light meter.
  5. A relationship in the data supports an association, but it does not prove that the measured factor is the only cause because other conditions may also change along the transect.
Exam technique
  • For random sampling, write random-number coordinates, not throw the quadrat.
  • For an abiotic measurement, name both the factor and the instrument, such as light intensity measured with a light meter.
  • When scaling raw quadrat data, show the mean, the number of quadrat-sized areas and the final estimate with consistent units.

Reliability Depends on Sampling

  1. Increase reliability by using many quadrats, repeating transects and calculating means.
  2. Reduce bias by using random coordinates when estimating abundance in one area and fixed intervals when testing a gradient.
  3. Improve validity by measuring the intended factor accurately and keeping other conditions as consistent as fieldwork allows.
  4. Report estimates honestly because clumped organisms, identification errors, seasonal change and movement can make a sample differ from the whole habitat.
Self review
  • Why are random-number coordinates used with quadrats?
  • Write the equation for estimating a population from quadrat data.
  • How does a belt transect differ from random quadrat sampling?
  • Why should parallel transects be repeated?
  • Why does a correlation between light and plant abundance not prove that light is the only cause?
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Abundance is the number of organisms of a species in an area, or how common that species is. Counting every organism is often too slow, impractical or damaging, so ecologists study a sample of the habitat.

A quadrat is a square frame of known area used to sample plants and slow-moving organisms. A representative sample has the same general pattern as the whole area, making the population estimate less affected by selection bias.

Raw data are the original counts or percentage-cover readings recorded before any means or estimates are calculated. These data form the basis for subsequent calculations.

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9.1.5 Determining number of organisms in an area Revision Guide

  1. GCSE
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  3. /9.1.5 Determining number of organisms in an area

Revision notes for Edexcel GCSE Biology 9.1.5 Determining number of organisms in an area: explanations and worked examples.

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