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Statistics
GCSEAQAHigherPast papers only

AQA GCSE Statistics (Higher)

Statistics

Past papers available

This course currently has past papers. Notes, flashcards and practice questions are on the way.

What this course covers

  • Topic 1 - Planning a statistical investigation

    • 1.1 - Hypotheses and testing through data
    • 1.2 - Constraints on designing an investigation
    • 1.3 - Strategies for problems in the enquiry process
  • Topic 2 - Collecting data

    • 2.1 - Types of data
    • 2.2 - Grouping and merging data
    • 2.3 - Explanatory and response variables
    • 2.4 - Primary and secondary data
    • 2.5 - Sources of data
    • 2.6 - Reliability and validity
    • 2.7 - Bias in data collection
    • 2.8 - Population, sample frame and sample
    • 2.9 - Meanings of 'population' in context
    • 2.10 - Judgement and opportunity sampling
    • 2.11 - Sampling techniques that avoid bias
    • 2.12 - Simple random sampling
    • 2.13 - Stratified sampling
    • 2.14 - Planning data collection
    • 2.15 - Problems with collected data
    • 2.16 - Cleaning data
    • 2.17 - Extraneous variables and control groups
  • Topic 3 - Representing data

    • 3.1 - Pictorial representation of data
    • 3.2 - Interpreting and comparing pictorial displays
    • 3.3 - Graphical representation of data
    • 3.4 - Choosing and producing an appropriate visualisation
    • 3.5 - Graphical misrepresentation
    • 3.6 - Comparing data presented in different formats
    • 3.7 - Selecting a form of representation
  • Topic 4 - Summarising and analysing data

    • 4.1 - Calculating averages
    • 4.2 - Choosing an appropriate average
    • 4.3 - Skewness
    • 4.4 - Measures of spread
    • 4.5 - Outliers
    • 4.6 - Trends and moving averages
    • 4.7 - Lines of best fit
    • 4.8 - Spearman's rank correlation coefficient
    • 4.9 - Estimating probabilities from data
  • Topic 5 - Probability and interpreting results

    • 5.1 - Comparing probabilities on a scale
    • 5.2 - Expected frequency
    • 5.3 - Relative and absolute risk
    • 5.4 - Experimental data and theoretical predictions
    • 5.5 - Experimental probability and the number of trials
    • 5.6 - Representing outcomes: two-way tables, tree and Venn diagrams
    • 5.7 - Comparing data sets by central tendency
    • 5.8 - Comparing data sets by spread
    • 5.9 - Comparing samples using median, interquartile range and standard deviation
    • 5.10 - Interpreting tabular data
    • 5.11 - Notation for independent events
    • 5.12 - Notation for conditional probability
    • 5.13 - Interpreting skewness
    • 5.14 - Commenting on outliers
    • 5.15 - Seasonal and cyclic trends
    • 5.16 - Interpreting rates of change over time
    • 5.17 - Calculating rates of change from tables
    • 5.18 - Index numbers
    • 5.19 - Vocabulary of correlation
    • 5.20 - Comparing correlation by inspection
    • 5.21 - Correlation and causation
    • 5.22 - Interpreting Spearman's rank correlation coefficient
    • 5.23 - Interpreting Pearson's product moment correlation coefficient
    • 5.24 - Spearman's rank and Pearson's product moment correlation compared
    • 5.25 - Experimental and theoretical values, and bias
    • 5.26 - The binomial distribution
    • 5.27 - The Normal distribution
    • 5.28 - Standard deviations from the mean
    • 5.29 - Action and warning lines in quality assurance
    • 5.30 - Standardising data
    • 5.31 - Estimating population characteristics
    • 5.32 - Estimating a population mean from samples
    • 5.33 - Predicting population proportions
    • 5.34 - Capture/recapture and the Petersen formula
    • 5.35 - Sample size, reliability and replication
    • 5.36 - The distribution of sample means
  • Topic 6 - Statistical Enquiry Cycle (SEC)

    • 6.1 - Initial planning
    • 6.2 - Data collection
    • 6.3 - Data processing and presentation
    • 6.4 - Interpretation of results
    • 6.5 - Evaluation and review

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