Government Private Sector Employees Workers 23 25 18 19 34 18 31 22 28 28 33 25 25 21 27 21 32 20 21 16 Do these data provide sufficient evidence at the 5% significance level to support the а). consultant's claim? Ho: Hị: Appropriate test: Test statistic = Conclusion: Interpretation: b). groups. Estimate with 95% confidence the difference in coffee breaks mean time between the two c). Explain what the interval estimate tells you.

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Do government employees take longer coffee breaks than private sector workers? That is a question that
interested a management consultant. To examine the issue, he took a random sample of ten government
employees and another random sample of ten private sector workers and measured the amount of time (in
minutes) they spent in coffee breaks during the day. The results are listed below. Assume that the two
populations are normally distributed.
Transcribed Image Text:Do government employees take longer coffee breaks than private sector workers? That is a question that interested a management consultant. To examine the issue, he took a random sample of ten government employees and another random sample of ten private sector workers and measured the amount of time (in minutes) they spent in coffee breaks during the day. The results are listed below. Assume that the two populations are normally distributed.
Government
Private Sector
Employees
Workers
23
25
18
19
34
18
31
22
28
28
33
25
25
21
27
21
32
20
21
16
а).
consultant's claim?
Do these data provide sufficient evidence at the 5% significance level to support the
Ho:
H1:
Appropriate test:
Test statistic=
Conclusion:
Interpretation:
b).
Estimate with 95% confidence the difference in coffee breaks mean time between the two
groups.
c).
Explain what the interval estimate tells you.
Transcribed Image Text:Government Private Sector Employees Workers 23 25 18 19 34 18 31 22 28 28 33 25 25 21 27 21 32 20 21 16 а). consultant's claim? Do these data provide sufficient evidence at the 5% significance level to support the Ho: H1: Appropriate test: Test statistic= Conclusion: Interpretation: b). Estimate with 95% confidence the difference in coffee breaks mean time between the two groups. c). Explain what the interval estimate tells you.
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