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Edexcel International A Level Maths: Statistics 1

Revision Notes

Home / International A Level / Maths: Statistics 1 / Edexcel / Revision Notes / 1. Data Presentation & Interpretation / 1.2 Working with Data / 1.2.1 Data Presentation


1.2.1 Data Presentation


Data Presentation

What graphs and diagrams should I be familiar with?

  • You will be expected to be able to use a variety of graphs such as:
    • Stem-and-leaf diagrams
      •  Can be used with ungrouped data of a single variable
      • Shows all the data and the shape of its distribution
    • Box plots
      • Can be used with ungrouped data of a single variable
      • Shows the range, interquartile range and quartiles clearly
      • Very useful for comparing data patterns quickly
    • Histograms
      • Can be used with continuous grouped data of a single variable
      • Can be used with varying group sizes
      • Shows the frequencies of the group, represented by the area of each bar
    • Frequency polygon
      • Displays the shape of continuous grouped data
      • Created by joining the midpoints at the top of each bar of a histogram
    • Scatter diagrams
      • Can be used with ungrouped bivariate data (data for two variables)
      • Shows the pattern of the relationship between the variables
  • You will not be expected to draw the graphs from scratch but you may be asked to add to a graph
    • You should make sure you know how to draw them anyway as it will help strengthen your understanding of the graphs

What should I look out for when interpreting graphs?

  • Look carefully at the context of the information given in the graph
  • Check the scales on both axes carefully, including units
    • Sometimes the numbers will be abbreviated to fit on the scale, for example if a population is given in millions then the number 60 will represent 60 000 000
    • Look carefully at the labels and units to determine how a value should be read
  • If there is more than one graph represented on the same set of axes take extra care to ensure you are reading from the correct one
  • Beware of misleading graphs, the scales on the axes, units and representation can be manipulated to make a graph look more/less convincing

Worked Example

A student is collecting information on his friends’ interests and believes that his friends who only have dogs spend more time outside than his friends who only have cats. He has surveyed 20 friends with only cats and 20 friends with only dogs and has written down the total amount of time, rounded to the nearest hour, each of them spent outside last week. Describe, with a reason, which diagram would be best for the student to use to display the data. 

2-2-1-data-presentation-we-solution

Exam Tip

  • Take the time needed when working with diagrams, they are usually ‘easy marks’ questions but it is common for students to rush them and make silly mistakes.


  • 1. Data Presentation & Interpretation
    • 1.1 Statistical Measures
      • 1.1.1 Basic Statistical Measures
        • 1.1.2 Frequency Tables
          • 1.1.3 Standard Deviation & Variance
            • 1.1.4 Coding
              • 1.1.5 Statistical Modelling
              • 1.2 Working with Data
                • 1.2.1 Data Presentation
                  • 1.2.2 Stem and Leaf Diagrams
                    • 1.2.3 Box Plots
                      • 1.2.4 Histograms
                        • 1.2.5 Outliers
                          • 1.2.6 Intrepreting Data
                            • 1.2.7 Skewness
                            • 1.3 Correlation & Regression
                              • 1.3.1 Properties of Scatter Diagrams
                                • 1.3.2 Correlation & Regression
                                  • 1.3.3 Coding Bivariate Data
                                • 2. Probability
                                  • 2.1 Basic Probability
                                    • 2.1.1 Calculating Probabilities & Events
                                      • 2.1.2 Venn Diagrams
                                        • 2.1.3 Tree Diagrams
                                        • 2.2 Further Probability
                                          • 2.2.1 Conditional Probability
                                            • 2.2.2 Further Venn Diagrams
                                              • 2.2.3 Further Tree Diagrams
                                                • 2.2.4 Probability Formulae
                                              • 3. Statistical Distributions
                                                • 3.1 Discrete Random Variables
                                                  • 3.1.1 Discete Probability Distributions
                                                    • 3.1.2 E(X) & Var(X) (Discrete)
                                                      • 3.1.3 aX+b
                                                        • 3.1.4 Discrete Uniform Distribution
                                                        • 3.2 Normal Distribution
                                                          • 3.2.1 The Normal Distribution
                                                            • 3.2.2 Standard Normal Distribution
                                                              • 3.2.3 Normal Distribution - Calculations
                                                                • 3.2.4 Finding Sigma and Mu


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                                                              Author: Daniel

                                                              Dan graduated from the University of Oxford with a First class degree in mathematics. As well as teaching maths for over 8 years, Dan has marked a range of exams for Edexcel, tutored students and taught A Level Accounting. Dan has a keen interest in statistics and probability and their real-life applications.


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