. Calculate the P-value. Based on a significance level of 5%, the correct conclusion is which of the following? (Use a table or technology.) There is sufficient evidence to reject H0 and conclude that the fashion line preference and job classification are independent. There is insufficient evidence to reject H0 and conclude that the fashion line preference and job classification are not independent. There is sufficient evidence to reject H0 and conclude that the fashion line preference and job classification are not independent. There is insufficient evidence to reject H0 and conclude that the fashion line preference and job classification are independent.
. Calculate the P-value. Based on a significance level of 5%, the correct conclusion is which of the following? (Use a table or technology.) There is sufficient evidence to reject H0 and conclude that the fashion line preference and job classification are independent. There is insufficient evidence to reject H0 and conclude that the fashion line preference and job classification are not independent. There is sufficient evidence to reject H0 and conclude that the fashion line preference and job classification are not independent. There is insufficient evidence to reject H0 and conclude that the fashion line preference and job classification are independent.
Holt Mcdougal Larson Pre-algebra: Student Edition 2012
1st Edition
ISBN:9780547587776
Author:HOLT MCDOUGAL
Publisher:HOLT MCDOUGAL
Chapter11: Data Analysis And Probability
Section11.4: Collecting Data
Problem 3E
Related questions
Question
A company has to choose between three new fashion lines. Management wishes to know whether preference for lines is independent of job classification.
Plan 1 Plan 2 Plan 3 Total
Salary Workers 160 140 70 370
Hourly Workers 40 60 30 130
Total 200 200 100 500
The
?2
test statistic is 6.24. Calculate the P-value. Based on a significance level of 5%, the correct conclusion is which of the following? (Use a table or technology.)
There is sufficient evidence to reject H0 and conclude that the fashion line preference and job classification are independent.
There is insufficient evidence to reject H0 and conclude that the fashion line preference and job classification are not independent.
There is sufficient evidence to reject H0 and conclude that the fashion line preference and job classification are not independent.
There is insufficient evidence to reject H0 and conclude that the fashion line preference and job classification are independent.
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