Suppose Bank of America would like to investigate if the credit score and income level of an individual are independent of one another. Bank of America selected a random sample of 400 adults and asked them to report their credit score range and their income range. The following contingency table presents these results. Credit Score Class Less than 650 650-750 More than 750 Income < $50,000 29 31 23 $50,000 3 Income < $100,000 $100,000 s Income < $150,000 64 42 55 30 31 Income 2 $150,000 28 33 29 The expected number of individuals with income between $50,000 and $100,000 and a credit score less than 650 is
Suppose Bank of America would like to investigate if the credit score and income level of an individual are independent of one another. Bank of America selected a random sample of 400 adults and asked them to report their credit score range and their income range. The following contingency table presents these results. Credit Score Class Less than 650 650-750 More than 750 Income < $50,000 29 31 23 $50,000 3 Income < $100,000 $100,000 s Income < $150,000 64 42 55 30 31 Income 2 $150,000 28 33 29 The expected number of individuals with income between $50,000 and $100,000 and a credit score less than 650 is
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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Transcribed Image Text:Suppose Bank of America would like to investigate if the credit score and income level of an individual are independent of one another. Bank of America selected
a random sample of 400 adults and asked them to report their credit score range and their income range. The following contingency table presents these results.
Credit Score
Class
Less than 650
650-750
More than 750
Income < $50,000
29
31
23
$50,000 < Income < $100,000
5
64
42
$100,000 < Income < $150,000
55
30
31
Income 2 $150,000
28
33
29
The expected number of individuals with income between $50,000 and $100,000 and a credit score less than 650 is

Transcribed Image Text:Multiple Cholce
16.3
18.8
23.8
32.5
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