SS1: ECONOMICS - 1ST TERM
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Introduction to Economics | Week 13 Topics|1 Quiz
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Basic Concept of Economics | Week 24 Topics|1 Quiz
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Basic Tools for Economic Analysis | Week 38 Topics|1 Quiz
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Measure of Central Tendency | Week 44 Topics|1 Quiz
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Theory of Demand & Supply I | Week 55 Topics|1 Quiz
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Theory of Demand & Supply II | Week 67 Topics|1 Quiz
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Theory of Production I | Week 77 Topics|1 Quiz
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Theory of Production II | Week 84 Topics|1 Quiz
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Basic Economic Problems of the Society | Week 91 Topic|1 Quiz
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Economic System | Week 104 Topics|1 Quiz
Pie Charts
Topic Content:
- Definition of Pie Chart
- Example of Pie Chart
What is a Pie Charts?
A pie chart is a circular structure divided into sectors, which is proportional to the value represented. It is a circular structure, in such a way that, each proportion of the circle, represents a given component, of the data and figure under consideration.
A circle is divided into sections to represent the total data, the value is in degree or percentage which is 360 degrees or 100%.
Example: The total population of students in Akudi Boys high school from JSS 1 – SS 2 is as follows.
Class | Population of Students |
JSS 1 | 300 |
JSS 2 | 200 |
JSS 3 | 100 |
SS 1 | 80 |
SS 2 | 40 |
Total | 720 |
Present the above information in a pie chart
The total Population = 300 + 200 + 100 + 80 + 40 = 720
JSS1 = \( \frac{300}{720}\scriptsize \: \times \: 360^0 \\ = \scriptsize 150^0 \)
JSS2 = \( \frac{200}{720}\scriptsize \: \times \: 360^0 \\ = \scriptsize 100^0 \)
JSS3 = \( \frac{100}{720}\scriptsize \: \times \: 360^0 \\ = \scriptsize 50^0 \)
SS1 = \( \frac{80}{720}\scriptsize \: \times \: 360^0 \\ = \scriptsize 40^0 \)
SS2 = \( \frac{40}{720}\scriptsize \: \times \: 360^0 \\ = \scriptsize 20^0 \)

Note: (i) The total number of degrees of a circle is 360°
(ii) Find the appropriate angle which represents the total population of students in Akudi Boys high school from JSS 1 – SS 2.
⇒ 150° + 100° + 50° + 40° + 20° = 360°