Data Analysis

    OCR
    GCSE
    Psychology

    Master the core of OCR GCSE Psychology's Research Methods with this guide to Data Analysis. This guide is essential for turning raw data into exam marks, focusing on the crucial skills of calculation, interpretation, and evaluation that examiners prioritise.

    4
    Min Read
    3
    Examples
    5
    Questions
    7
    Key Terms
    ๐ŸŽ™ Podcast Episode
    Data Analysis
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    Study Notes

    Header image for Data Analysis

    Overview

    Data analysis is a cornerstone of the OCR GCSE Psychology (J203) specification, falling under the vital Research Methods component. It is the process by which psychologists make sense of the results they have collected in their studies. For candidates, this is not just about being ableto perform calculations; it is about understanding what the numbers mean and why one statistical test might be chosen over another. Examiners are looking for competence in both quantitative and qualitative data handling. This includes arithmetic skills, the ability to interpret graphical representations of data, and, crucially, the ability to justify methodological choices. A strong performance in this area is often what separates a good candidate from an excellent one, as it demonstrates a deeper understanding of the scientific process in psychology. This guide will equip you with the specific knowledge and techniques required to analyse data with confidence and precision, directly addressing the demands of AO2 (Application) and AO3 (Evaluation), which together constitute 70% of the marks.

    Data Analysis Revision Podcast

    Key Concepts in Data Analysis

    Measures of Central Tendency

    What it is: A single value that attempts to describe a set of data by identifying the central position within that set of data. The main measures are the mean, median, and mode.

    Why it matters: Examiners will ask you to calculate these and, more importantly, to justify which is the most appropriate for a given dataset. This is a key AO3 skill.

    Specific Knowledge: You must know the definitions and calculations for all three.

    Guide to Measures of Central Tendency

    Measures of Dispersion

    What it is: A measure of how spread out the scores are in a dataset. The main measure you need to know is the range.

    Why it matters: The range provides context to the measures of central tendency. A small range indicates the data points are clustered closely together, while a large range indicates they are spread far apart.

    Specific Knowledge: Calculation of the range (Highest score - Lowest score). Be aware that, like the mean, the range is affected by outliers.

    Data Presentation

    What it is: The various ways in which data can be visually represented. For OCR GCSE, you must be proficient with scatter diagrams and histograms.

    Why it matters: These are common formats for presenting data in exam questions. You will be expected to interpret them, and potentially plot them. Marks are awarded for accuracy, correct labelling of axes, and a clear title.

    Specific Knowledge: The difference between histograms (continuous data, bars touch) and bar charts (discrete data, bars have gaps). How to plot and interpret scatter diagrams to identify correlations.

    Guide to Scatter Diagrams and Histograms

    Second-Order Concepts

    Interpretation vs. Description

    When presented with a graph or table, it is not enough to simply describe what you see (e.g., "the bar for Group A is higher than Group B"). You must interpret the data in the context of the study, explaining what the results suggest about the psychological phenomenon being investigated.

    Justification of Choices

    A common high-mark question involves justifying the use of a particular statistical test or descriptive statistic. For example, you must be able to explain why the median is a better measure than the mean when there are extreme scores (outliers) in a dataset, as the mean would be skewed.

    Correlation and Causation

    This is arguably the most important concept in data analysis. A correlation between two variables does not mean one causes the other. There could be a third, unmeasured variable influencing both. Examiners will penalise candidates who make causal claims based on correlational data. You must use phrases like "there is a relationship between..." or "as X increases, Y also increases", but not "X causes Y".

    Visual Resources

    2 diagrams and illustrations

    Guide to Measures of Central Tendency
    Guide to Measures of Central Tendency
    Guide to Scatter Diagrams and Histograms
    Guide to Scatter Diagrams and Histograms

    Interactive Diagrams

    1 interactive diagram to visualise key concepts

    YesNoStart: Analyse DataIs there an outlier?Use MedianUse MeanJustify: 'Median is not affected by extreme scores'Proceed with calculationEnd

    Decision-making flowchart for choosing between the Mean and Median.

    Worked Examples

    3 detailed examples with solutions and examiner commentary

    Practice Questions

    Test your understanding โ€” click to reveal model answers

    Q1

    A psychologist recorded the number of aggressive acts shown by 10 children in a playground. The results were: 5, 8, 6, 7, 9, 10, 5, 4, 25, 6. Calculate the range for this data. (2 marks)

    2 marks
    standard

    Hint: Remember the formula for the range and identify the highest and lowest values.

    Q2

    Draw a histogram to represent the following data from a reaction time test. (4 marks)

    Time (seconds)Frequency
    0-108
    11-2015
    21-3012
    31-405
    4 marks
    standard

    Hint: Remember the key features of a histogram: labelled axes and touching bars.

    Q3

    A study finds a negative correlation between the amount of sleep a person gets and their level of irritability the next day. Explain what this means. (3 marks)

    3 marks
    standard

    Hint: Think about what 'negative' means in the context of a relationship between two variables.

    Q4

    Convert 6/20 into a percentage. (1 mark)

    1 marks
    easy

    Hint: Divide the top number by the bottom number and multiply by 100.

    Q5

    A dataset is: 3, 5, 5, 6, 7, 8, 8, 8, 9. What is the mode? (1 mark)

    1 marks
    easy

    Hint: Which number appears most often?

    Explore this topic further

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    Key Terms

    Essential vocabulary to know

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