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Give an example of length and position of class limits. Ans. If some data are collected into the nearest rupee and a frequency distribution with the class interval of 10 rupees is to be formed then the class limit may be written as, "10 – 19, 20 - 29, 30 – 39, ..." with mid value of 14.5, 24.5, 34.5, Since 10 rupees may vary between 9.5 rupees to 10.5 rupees so the corresponding class-boundries would be as "9.5 - 10.5. 19.5 – 29.5, 29.5-39.5, ...". and so on.

Give an example of length and position of class limits. Ans. If some data are collected into the nearest rupee and a frequency distribution with the class interval of 10 rupees is to be formed then the class limit may be written as, "10 – 19, 20 - 29, 30 – 39, ..." with mid value of 14.5, 24.5, 34.5, Since 10 rupees may vary between 9.5 rupees to 10.5 rupees so the corresponding class-boundries would be as "9.5 - 10.5. 19.5 – 29.5, 29.5-39.5, ...". and so on.

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Give an example of length and position of class limits. İf some data are collected into the nearest rupee and a frequency distribution Ans. with the class interval of 10 rupees is to be formed then the class limit may be written as, "10 – 19, 20 - 29, 30 – 39, ..." with mid value of 14.5, 24.5, 34.5, ..., and so on. Since 10 rupees may vary between 9.5 rupees to 10.5 rupees so the corresponding class-boundries would be as "9.5 - 10.5. 19.5 – 29.5, 29.5 – 39.5, ...".
Transcribed Image Text:Give an example of length and position of class limits. İf some data are collected into the nearest rupee and a frequency distribution Ans. with the class interval of 10 rupees is to be formed then the class limit may be written as, "10 – 19, 20 - 29, 30 – 39, ..." with mid value of 14.5, 24.5, 34.5, ..., and so on. Since 10 rupees may vary between 9.5 rupees to 10.5 rupees so the corresponding class-boundries would be as "9.5 - 10.5. 19.5 – 29.5, 29.5 – 39.5, ...".
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