AQA · A-Level · Biology

    Course version: 7402 · Version from Sept 2016

    The size of a population can be estimated using: randomly placed quadrats,…

    Full specification wording

    Populations in ecosystems (A-level only): The size of a population can be estimated using: randomly placed quadrats, or quadrats along a belt transect, for slow-moving or non-motile organisms the mark-release-recapture method for motile organisms. The assumptions made when using the mark-release-recapture method.

    For non-motile or slow-moving organisms, count in quadrats.

    Checked against the AQA 7402 specification (opens in a new tab) on .

    • Point 6 of 14
    • 4 key terms

    Study notes

    From the checked teaching notes for this specification point.

    The idea

    For non-motile or slow-moving organisms, count in quadrats. Where the habitat looks uniform, place quadrats randomly: lay two tapes at right angles as axes and generate coordinates with random numbers, which removes bias. Record the number of individuals, the percentage cover where individual plants cannot be counted, or the frequency. Scale up with the mean number per quadrat divided by the quadrat area and multiplied by the total area. Where there is an environmental gradient, random placement would hide the pattern, so use a belt transect: a tape along the gradient with quadrats at regular intervals. For motile organisms use mark-release-recapture. Capture a first sample, count and mark the individuals harmlessly, release them, allow time for mixing, then capture a second sample.

    What earns the marks

    • Random placement of quadrats using coordinates generated from random numbers, to avoid bias.
    • A belt transect with quadrats at regular intervals where an environmental gradient is present.
    • Scaling up correctly, using the mean number per quadrat, the quadrat area and the total area of the habitat.
    • The correct mark-release-recapture expression, first sample multiplied by second sample divided by the number marked in the second sample.
    • Any two valid assumptions, such as marked individuals mixing randomly, marking not affecting survival or behaviour, marks not being lost, and no births, deaths or migration between samples.

    Common mistakes and how to put them right

    • Throwing a quadrat over the shoulder and calling the placement random.

    • Using random quadrats where there is a clear gradient, or a transect where there is none, so the pattern is missed or invented.

    • Forgetting to divide by the quadrat area when scaling up, so the estimate is wrong by a whole factor.

    • Inverting the mark-release-recapture formula and dividing by the first sample instead of the number recaptured carrying marks.

    • Giving only the assumption that population size does not change, and missing that marks must persist and must not affect predation.

    Exam tips

    • Write the mark-release-recapture formula before substituting; a correct expression can be credited even if the arithmetic then fails, and round to a whole organism.
    • If asked why the estimate is too high, look for marks being lost or marked animals dying, since both reduce the recapture count.
    • Say what you would record in each quadrat, such as percentage cover, rather than just saying use a quadrat.

    Try the lesson

    The start of the Populations in ecosystems (A-level only): The size of a population can be estimated using: randomly placed quadrats, or quadrats along a belt transect, for slow-moving or non-motile organisms the mark-release-recapture method for motile organisms. The assumptions made when using the mark-release-recapture method. lesson, made from checked teaching notes for this specification point.

    Have a go first

    Which method is most suitable for estimating the population size of slow-moving or non-motile organisms?

    Listen

    For non-motile or slow-moving organisms, count in quadrats. Where the habitat looks uniform, place quadrats randomly: lay two tapes at right angles as axes and generate coordinates with random numbers, which removes bias. Record the number of individuals, the percentage cover where individual plants cannot be counted, or the frequency. Scale up with the mean number per quadrat divided by the quadrat area and multiplied by the total area. Where there is an environmental gradient, random placement would hide the pattern, so use a belt transect: a tape along the gradient with quadrats at regular intervals. For motile organisms use mark-release-recapture. Capture a first sample, count and mark the individuals harmlessly, release them, allow time for mixing, then capture a second sample. A strong answer earns marks for these points. random placement of quadrats using coordinates generated from random numbers, to avoid bias. a belt transect with quadrats at regular intervals where an environmental gradient is present. scaling up correctly, using the mean number per quadrat, the quadrat area and the total area of the habitat. the correct mark-release-recapture expression, first sample multiplied by second sample divided by the number marked in the second sample. Exam tip: Write the mark-release-recapture formula before substituting; a correct expression can be credited even if the arithmetic then fails, and round to a whole organism.

    Key words

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    random sampling

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    belt transect

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    percentage cover

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    mark-release-recapture

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    See every definition
    random sampling
    Laying two tapes at right angles as axes and generating coordinates with random numbers, which removes bias.
    belt transect
    A tape along an environmental gradient with quadrats at regular intervals, used because random placement would hide the pattern.
    percentage cover
    What is recorded where individual plants cannot be counted.
    mark-release-recapture
    Capturing a first sample, counting and marking the individuals harmlessly, releasing them, allowing time for mixing, then capturing a second sample.

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