Histograms are used when the independent variable (x-axis) represents information which is
continuous, such as numerical ranges, i.e. 0-9, 10-19, 20-29, etc.
Histograms have the following features:
- Unlike a bar graph, in a histogram the data are plotted as columns or bars that touch
each other as they are related to each other in some way. - The numerical categoriesmust not overlap, for example, 0-10, 10-20, 20-30, etc. The
ranges must be exclusive so that there is no doubt as to where to put a reading, for
example, 0-9, 10-19, 20-29, etc. - The bars can be vertically or horizontally drawn.
- A histogram must have a descriptive heading with is written below the graph
- and the axes must be labelled.
Figure 1.5: A histogram showing the number of learners in a Grade 10 Life sciences class with a
particular percentage test score
Pie charts DUMMY
- You want to give a visual representation of percentages as a relative proportion of the
total of a circle. - They are a type of graph even though they do not have any axes.
- A pie chart is a circle divided into sectors (think of them as the slices of a cake).
- 100% represents the whole complete circle, 50% represents a half circle, 25% is a
quarter circle, and so on.
Example:
- Count the number of each species and record it in a table.
- Work out the total number of species in the ecosystem.
- Calculate the percentage of each species.
- Use the following formula to work out the angle of each slice:
a=
v× 360 ◦
t
Chapter 1. Introduction to Life Sciences 17