Data handling and analysis — AQA A-Level Psychology Revision
This topic covers the essential techniques for processing, describing, and presenting psychological data, including the distinction between data types, des
Topic Synopsis
This topic covers the essential techniques for processing, describing, and presenting psychological data, including the distinction between data types, descriptive statistics, and the graphical representation of findings.
Key Concepts & Core Principles
- Levels of measurement: nominal (categories), ordinal (ranked), interval/ratio (equal intervals with a true zero). This determines which statistical test to use.
- Descriptive statistics: mean (average), median (middle value), mode (most frequent), range (difference between highest and lowest), standard deviation (measure of spread around the mean).
- Inferential statistics: tests that determine whether results are significant (e.g., p < 0.05). Key tests include Mann-Whitney U (unrelated, ordinal), Wilcoxon (related, ordinal), Chi-Square (nominal), Spearman's rho (correlation, ordinal), Pearson's r (correlation, interval), related t-test (related, interval), unrelated t-test (unrelated, interval).
- Significance and probability: the critical value table, observed vs critical values, one-tailed vs two-tailed tests, Type I and Type II errors.
- Graphical representation: bar chart (discrete data, nominal), histogram (continuous data, interval), scattergram (correlation), and how to label axes and include error bars.
Exam Tips & Revision Strategies
- Always show your working out when performing calculations, as marks are often awarded for the process even if the final answer is incorrect
- When asked to describe a distribution, refer to the position of the mean, median, and mode relative to each other
- Ensure you can justify why a specific measure of central tendency or dispersion is the most appropriate for a given data set
- Practice converting raw data into different graphical formats
Common Misconceptions & Mistakes to Avoid
- Confusing the mean, median, and mode in terms of when they are most appropriate to use
- Failing to correctly identify the direction of a correlation from a scattergram
- Misinterpreting the characteristics of a skewed distribution (e.g., confusing positive and negative skew)
- Inaccurate calculation of the range or standard deviation
- Selecting an inappropriate graph type for the data set provided
Examiner Marking Points
- Distinction between qualitative and quantitative data
- Distinction between primary and secondary data, including meta-analysis
- Calculation and application of measures of central tendency (mean, median, mode)
- Calculation and application of measures of dispersion (range, standard deviation)
- Calculation of percentages
- Identification of positive, negative, and zero correlations
- Appropriate use of graphs, tables, scattergrams, and bar charts
- Characteristics of normal and skewed distributions