1. Annotate and Discuss the uses of the following graphs in public health:
Histogram
Epidermic Curve
Bar Graph
Line graph
Scatterplot
Graphical Methods in Public Health: Annotation, Uses, and Interpretation
1. Introduction
Public health practice is fundamentally rooted in data. From monitoring infectious disease outbreaks
to evaluating the long-term impact of health policies, professionals are continuously engaged in the
collection, analysis, and interpretation of vast amounts of information. However, raw data presented
in spreadsheets or dense tables is notoriously difficult for the human brain to process, often
obscuring the critical patterns, trends, and outliers necessary for effective decision-making (Few,
2012). Cognitive research has consistently demonstrated that the human visual system is
exceptionally adept at identifying patterns, making graphs and charts an indispensable tool for
translating complex numerical data into actionable intelligence (Tufte, 2001).
In the field of public health, graphical methods are not merely aesthetic additions to reports; they are
fundamental instruments for exploration, summarisation, presentation, and interpretation. They serve
three primary functions: exploratory, allowing analysts to see unexpected patterns; analytical,
enabling the comparison of groups and the visualisation of relationships; and communicative,
translating technical findings into a format that is accessible to policymakers, the media, and the
public (CDC, 2023). The choice of which graph to use is critical, as different data types and
analytical questions require specific visual formats.
This assignment discusses five fundamental graphical tools used in public health: histograms,
epidemic curves, bar graphs, line graphs, and scatterplots. Each serves a distinct purpose—from
describing the distribution of a disease in a population to illustrating the correlation between a risk
factor and a health outcome. By annotating and discussing the use of these graphs, this essay aims to
demonstrate how they function as indispensable instruments for fulfilling the core public health
function of data summarisation, exploration, and interpretation. Furthermore, it will provide image
prompts to aid the conceptualisation of their construction and application.
2. Histograms
2.1 Definition and Construction
A histogram is a graphical representation used to display the distribution of a continuous variable,
such as age, blood pressure, incubation period, or time (Kirkwood & Sterne, 2003). This is the key
distinction that differentiates it from a bar graph. Because a histogram's x-axis represents continuous,
numerical data, its bars are adjacent and touch one another, signifying that there are no gaps between
the intervals, or "bins," into which the data are grouped (Altman, 1991). The y-axis represents the
frequency or count of cases within each interval.