MATH 399N Week 7 Knewton Homework Assignment; Conduct a Hypothesis Test for Mean - Population Standard Deviation Unknown - Critical Value-Rejection Region Approach (Section 9.5)

  • MATH 399N Week 7 Knewton Homework Assignment; Conduct a Hypothesis Test for Mean - Population Standard Deviation Unknown - Critical Value-Rejection Region Approach (Section 9.5)
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Institution Chamberlain
Contributor Elizabeth Oslen

1. Question: A linguistics expert is interested in learning about the amount of time people in his industry spend studying a new language.  A random sample of 15people in his industry were surveyed for a hypothesis test about the mean time people studied a new language last year. He conducts a one-mean hypothesis test, at the 10%significance level, to test the recent publication that the amount of time people in his industry are studying a new language was 30minutes per week.

 

dfdf t0.10t0.10 t0.05t0.05 t0.025t0.025 t0.01t0.01 t0.005t0.005

.........

...

...

...

...

13131.350

1.771

2.160

2.650

3.012

14141.345

1.761

2.145

2.624

2.997

15151.341

1.753

2.131

2.602

2.947

16161.337

1.746

2.120

2.583

2.921

2. Question: Bruce, a store owner, would like to determine if a new advertising initiative has increased his sales per day compared to last year. He gathers information on 14random sales days and conducts a hypothesis test about the sales revenue during a day using a significance level of 0.5

%. The mean revenue per day prior to the initiative was 650dollars.

 

dfdft0.10t0.10t0.05t0.05t0.025t0.025t0.01t0.01t0.005t0.005

.........

...

...

...

...

13131.350

1.771

2.160

2.650

3.012

14141.345

1.761

2.145

2.624

2.997

15151.341

1.753

2.131

2.602

2.947

16161.337

1.746

2.120

2.583

2.921

 

3. Question: Olivia gathered data on the average percentage of tips received by waitstaff in 31restaurants in Chicago. She works through the testing procedure:

 

 H0:μ=15; Ha:μ<15

 

      α=0.10(significance level)

 

The test statistic is t0=x¯−μ0sn√=−1.16.

 

The critical value is −t0.10=−1.310.

 

Conclude whether to reject or not reject H0. Select two responses below.

 

Instituition / Term
Term Uploaded 2023
Institution Chamberlain
Contributor Elizabeth Oslen
 

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