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For the job satisfaction study described in Section 9.1, the hypotheses are

H0∶μ=0Ha:μ≠0

where μis the mean difference in job satisfaction scores (self-paced -machine-paced) in the population of assembly-line workers at the company. Data from a random sample of 18workers gave x=17and sx=60

Now use your calculator to find the P-value as described in the Technology Corner. Is your result consistent with the value you obtained in Question 2?

Short Answer

Expert verified

The P-value is 0.221

Step by step solution

01

Given information

Degree of freedom (df)=17

Test statistic (t)=1.27

02

Concept

test statistic = statisticparameterstandarddeviationofstatistic

03

Calculation

The P-value technology can be computed as:

The above value is for one-tailed.

The P-value for two-tailed can be calculated as: P−value=2×0.1105=0.221

Here, also the P-value is 0.221

Thus, it could be said that the obtained P-value is matching to the value that has been computed in the previous problem.

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