AQA · A-Level · Psychology

    Course version: 7182-2025 · Exams from 2027

    Distinguish between levels of measurement (to include: stating the level…

    Full specification wording

    Handling data: Distinguish between levels of measurement (to include: stating the level of measurement (nominal, ordinal or interval) that has been used in a study)

    Psychology sorts data by how much information the numbers carry, and this decision drives subsequent analysis: which measure of central tendency is reported and which inferential test is run.

    Checked against the AQA 7182-2025 specification (opens in a new tab) on .

    • Point 11 of 17
    • 4 key terms

    Study notes

    From the checked teaching notes for this specification point.

    The idea

    Psychology sorts data by how much information the numbers carry, and this decision drives subsequent analysis: which measure of central tendency is reported and which inferential test is run. Data sorted into named categories and counted, such as how many participants said yes or no, carry the least information and support only the mode. Data that can be put into rank order but whose gaps are not equal, such as a self-report rating of anxiety out of ten, carry more information and support the median. Data measured in units of equal and precisely defined size, such as seconds, grams, or the number of items recalled, carry the most information and support the mean alongside a standard deviation.

    What earns the marks

    • Linking the level of measurement to appropriate descriptive statistics, such as pairing the mode with nominal data, the median with ordinal data, and the mean with interval data.

    Common mistakes and how to put them right

    • Calling any set of numbers interval simply because digits are involved, such as assuming a score out of ten on a subjective rating scale is interval.

      Put it right: Evaluate whether the intervals between the numbers are objectively equal; if they are subjective, the data are ordinal.

    • Confusing the level of measurement with the experimental design, and writing 'repeated measures' when the question asked for the level of measurement.

      Put it right: Ensure you state nominal, ordinal, or interval when specifically asked for the level of measurement.

    • Treating frequency counts of genuinely ordered categories (e.g., low, medium, high) as nominal data simply because they are counts.

      Put it right: Recognise that if the categories have a logical rank order, the data is ordinal, whereas nominal data involves frequency counts of unordered, mutually exclusive categories (e.g., eye colour).

    Exam tips

    • When asked to state and explain the level of measurement, clearly name the level (nominal, ordinal, or interval) in one short sentence and then explicitly justify this choice using details from the described study.
    • Look for the units in the stem: public units such as seconds, millilitres, or number of words recalled signal interval data, a rank or a subjective rating signals ordinal data, and a tally chart of unordered frequencies signals nominal data.
    • Be prepared to carry your identified level of measurement forward, as it dictates the subsequent selection of an appropriate inferential statistical test.

    Try the lesson

    The start of the Handling data: Distinguish between levels of measurement (to include: stating the level of measurement (nominal, ordinal or interval) that has been used in a study) lesson, made from checked teaching notes for this specification point.

    Have a go first

    A researcher conducts an observational study and records the primary mode of transport participants use to commute to work, categorising them as 'car', 'bus', 'train', or 'bicycle'. What level of measurement has been used for this data?

    Listen

    Psychology sorts data by how much information the numbers carry, and this decision drives subsequent analysis: which measure of central tendency is reported and which inferential test is run. Data sorted into named categories and counted, such as how many participants said yes or no, carry the least information and support only the mode. Data that can be put into rank order but whose gaps are not equal, such as a self-report rating of anxiety out of ten, carry more information and support the median. Data measured in units of equal and precisely defined size, such as seconds, grams, or the number of items recalled, carry the most information and support the mean alongside a standard deviation. A strong answer earns marks for these points. Accurately naming the level of measurement: nominal for data in unordered categories counted as frequencies, ordinal for data put in rank order with unequal intervals, and interval for data measured in equal and precisely defined units. Justifying the choice of measurement level from the study itself, for example explaining that a rating on a scale from one to ten is ordinal because the subjective distance between a score of six and seven may not equal the distance between seven and eight. Linking the level of measurement to appropriate descriptive statistics, such as pairing the mode with nominal data, the median with ordinal data, and the mean with interval data. Applying the level of measurement to inferential test selection, such as recognising that nominal data with an independent groups design points to a Chi-Squared test, while ordinal data with a repeated measures design points to a Wilcoxon test. A common slip: Calling any set of numbers interval simply because digits are involved, such as assuming a score out of ten on a subjective rating scale is interval. Instead, Evaluate whether the intervals between the numbers are objectively equal; if they are subjective, the data are ordinal. Exam tip: When asked to state and explain the level of measurement, clearly name the level (nominal, ordinal, or interval) in one short sentence and then explicitly justify this choice using details from the described study.

    See it

    A top-down flowchart. The top node reads 'Level of measurement' and branches into three nodes: 'Nominal', 'Ordinal' and 'Interval'. From 'Nominal' two nodes descend: 'Unordered categories counted as frequencies' and 'Supports the mode'. From 'Ordinal' two nodes descend: 'Rank order with unequal intervals' and 'Supports the median'. From 'Interval' two nodes descend: 'Equal and precisely defined units' and 'Supports the mean and standard deviation'.
    It shows the three levels of measurement and, for each, the kind of data involved and the measure of central tendency it supports.

    Key words

    Say what each word means before you turn the card.

    Nominal

    Try answering aloud or in your head before turning the card.

    Ordinal

    Try answering aloud or in your head before turning the card.

    Interval

    Try answering aloud or in your head before turning the card.

    Level of measurement

    Try answering aloud or in your head before turning the card.

    See every definition
    Nominal
    Data in unordered categories counted as frequencies, carrying the least information and supporting only the mode.
    Ordinal
    Data put in rank order with unequal intervals, such as a subjective rating, carrying more information and supporting the median.
    Interval
    Data measured in equal and precisely defined units, carrying the most information and supporting the mean alongside a standard deviation.
    Level of measurement
    Whether the numbers used in a study are nominal, ordinal or interval, which drives which measure of central tendency is reported and which inferential test is run.

    Label the diagram

    Some boxes have lost their names. Pick the right name for each number.

    The diagram again, with 3 boxes numbered instead of named. A top-down flowchart. The top node reads 'Level of measurement' and branches into three nodes: 'Nominal', 'Ordinal' and 'Interval'. From 'Nominal' two nodes descend: 'Unordered categories counted as frequencies' and 'Supports the mode'. From 'Ordinal' two nodes descend: 'Rank order with unequal intervals' and 'Supports the median'. From 'Interval' two nodes descend: 'Equal and precisely defined units' and 'Supports the mean and standard deviation'.
    • 1Box 1

    • 2Box 2

    • 3Box 3

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