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The sample data represents the total credit card debt of second year college students randomly selected. This sample is to study the population of all second year college students going to a University in Baltimore. 9,333 6,426 2,221 8,834 9,265 7,450 10,000 6,724 11,086 17,996 3,988 9,700 10,077 1,000 11,993 8,050 5,500 14,322 7,731 5,444 1,920 11,216 12,644 9,038 6,003

The sample data represents the total credit card debt of second year college students randomly selected. This sample is to study the population of all second year college students going to a University in Baltimore. 9,333 6,426 2,221 8,834 9,265 7,450 10,000 6,724 11,086 17,996 3,988 9,700 10,077 1,000 11,993 8,050 5,500 14,322 7,731 5,444 1,920 11,216 12,644 9,038 6,003

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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The sample data represents the total credit card debt of second year college students randomly selected. This sample is to study the population of all second year college students going to a University in Baltimore. 9,333 6,426 2,221 8,834 9,265 7,450 10,000 6,724 11,086 17,996 3,988 9,700 10,077 1,000 11,993 8,050 5,500 14,322 7,731 5,444 1,920 11,216 12,644 9,038 6,003
Transcribed Image Text:The sample data represents the total credit card debt of second year college students randomly selected. This sample is to study the population of all second year college students going to a University in Baltimore. 9,333 6,426 2,221 8,834 9,265 7,450 10,000 6,724 11,086 17,996 3,988 9,700 10,077 1,000 11,993 8,050 5,500 14,322 7,731 5,444 1,920 11,216 12,644 9,038 6,003
1. If you were selecting individuals for this sample, how would you select members of this sample to be representative of the entire population; how do you control for possible bias?
Transcribed Image Text:1. If you were selecting individuals for this sample, how would you select members of this sample to be representative of the entire population; how do you control for possible bias?
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