Pie Chart: Pie chart is a way of representing simple data for easy understanding. A pie chart consists of sectors of a circle. The size of each sector is directly perportional to the component part or information it represents.
Central angle for a component = (FREQUENCY/TOTAL FREQUENCY) 360
PIE CHART Construction:
Example: There are 216 workers in a factory as per list given below:
Cadre | Labourer | Mechanic | Fitter | Supervisor | Clerk |
---|---|---|---|---|---|
No. of Workers | 75 | 60 | 36 | 27 | 18 |
Represent the above data by a pie chart.Solution:Total number of workers = 216.
Calculation of Central Angles
Cadre | No. of Workers | Central Angle |
---|---|---|
Labourer | 75 | (75/216 × 360)° = 125° |
Mechanic | 60 | (60/216 × 360)° = 100° |
Fitter | 36 | (36/216 × 360)° = 60° |
Supervisor | 27 | (27/216 × 360)° = 45° |
Clerk | 18 | (18/216 × 360)° = 30° |
EXAMPLE:
Thus, we obtain the required pie chart, as shown in the given figure.
The table shows the number of cups of four different beverage sold by a coffee shop in a certain day. The angle of sector in a pie chart representing hot chocolate is:
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Right Option : B | |||||||||||||
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The table shows the frequency distribution of grades obtained by 120 students. The data is represented in the following pie chart. Which sector is in correctly labelled ?
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Right Option : D | |||||||||||||
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The pie chart shows the examination grades obtained by a group of students. Which of the following statements about the pie chart is true ? | |||
Right Option : D | |||
View Explanation |
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