Example 4-17. Draw a pie diagram to represent the following data of proposed expenditure by a State Government for the year 1997-98. Agriculture & Rural Development tems Industries & Urban Health & Miscellaneous Development Education roposed Expenditure n million Rs.) 4,200 1,500 1,000 500 [Delhi Univ. B.Com (Pass), 1997]
Example 4-17. Draw a pie diagram to represent the following data of proposed expenditure by a State Government for the year 1997-98. Agriculture & Rural Development tems Industries & Urban Health & Miscellaneous Development Education roposed Expenditure n million Rs.) 4,200 1,500 1,000 500 [Delhi Univ. B.Com (Pass), 1997]
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
Related questions
Question
![Component value
Total value
Degree of any component part -
x 360
2. Pie diagrams are also called circular diagrams.
3. Since the comparison of the pie diagrams is to be made on the basis of the areas of the circles and of
various sectors which are difficult to be ascertained visually with precision, generally sub-divided or
percentage bars or rectangles are preferred to pie diagrams for studying the changes in the total and
component parts. Moreover, pie diagrams are difficult to construct as compared with bars or rectangle
diagrams. Any way, if the number of component parts is more than 10, pie chart is preferred to bar or
rectangle diagram which becomes rather confusing in such a situation.
We give below some illustrations of pie diagrams.
Example 4-17. Draw a pie diagram to represent the following data of proposed expenditure by a State
Government for the year 1997-98.
Agriculture & Rural
Development
Industries & Urban
Health &
Education
Items
Miscellaneous
Development
Proposed Expenditure
(in million Rs.)
4,200
7,500
1,000
500
[Delhi Univ. B.Com (Pass), 1997)
+19](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F7b14093d-d04b-460a-9064-eb1b7e5a6871%2F1cc10ea5-f94e-45c1-b486-2c9d59a62b8f%2F8kifyc5_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Component value
Total value
Degree of any component part -
x 360
2. Pie diagrams are also called circular diagrams.
3. Since the comparison of the pie diagrams is to be made on the basis of the areas of the circles and of
various sectors which are difficult to be ascertained visually with precision, generally sub-divided or
percentage bars or rectangles are preferred to pie diagrams for studying the changes in the total and
component parts. Moreover, pie diagrams are difficult to construct as compared with bars or rectangle
diagrams. Any way, if the number of component parts is more than 10, pie chart is preferred to bar or
rectangle diagram which becomes rather confusing in such a situation.
We give below some illustrations of pie diagrams.
Example 4-17. Draw a pie diagram to represent the following data of proposed expenditure by a State
Government for the year 1997-98.
Agriculture & Rural
Development
Industries & Urban
Health &
Education
Items
Miscellaneous
Development
Proposed Expenditure
(in million Rs.)
4,200
7,500
1,000
500
[Delhi Univ. B.Com (Pass), 1997)
+19
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