Question

In: Statistics and Probability

In an effort to learn more about newspaper readers, an advertiser selected a random sample of...

In an effort to learn more about newspaper readers, an advertiser selected a random sample of people who purchase their paper from a street vendor and a separate random sample of those who have the paper delivered. Each was asked how many minutes they spend reading the paper on a typical day. Estimate, with 90% confidence, the difference in mean times spent reading the paper is:

Data Set :

In an effort to learn more about newspaper readers, an advertiser selected a random sample of people who purchase their paper from a street vendor and a separate random sample of those who have the paper delivered. Each was asked how many minutes they spend reading the paper on a typical day. The data are stored in file: NEWSPAPER.MTW. Estimate, with 90% confidence, the difference in mean times spent reading the paper is:

Vendor   Delivered
17   19.4
19   22.4
14   11.4
23   18.4
15   17.4
22   22.4
12   26.4
17   14.4
23   24.4
22   23.4
18   26.4
21   14.4
24   20.4
24   13.4
12   20.4
18   22.4
28   24.4
17   18.4
17   20.4
19   22.4
22   31.4
17   20.4
17   17.4
21   15.4
29   17.4
27   21.4
21   25.4
17   22.4
21   20.4
21   21.4
24   22.4
22   16.4
18   26.4
18   19.4
16   24.4
21   21.4
17   20.4
19   20.4
27   20.4
21   16.4
20   23.4
22   25.4
13   18.4
5   16.4
24   22.4
22   14.4
17   17.4
29   19.4
15   22.4
15   14.4
20   17.4
18   13.4
16   20.4
20   19.4
15   14.4
20   19.4
25   22.4
14   18.4
26   26.4
22   22.4
20   24.4
20   23.4
22   21.4
20   12.4
23   21.4
13   19.4
23   19.4
18   23.4
21   23.4
20   21.4
15   22.4
24   20.4
23   20.4
19   22.4
21   16.4
19   23.4
21   13.4
17   14.4
19   17.4
20   27.4
19   13.4
16   27.4
23   20.4
23   18.4
21   22.4
18   20.4
18   16.4
19   11.4
24   15.4
20   23.4
20   22.4
12   23.4
19   17.4
20   22.4
19   24.4
20   19.4
14   22.4
23   19.4
15   24.4
18   17.4
19   17.4
23   22.4
21   17.4
24   24.4
17   21.4
23   19.4
19   29.4
19   17.4
23   25.4
21   18.4
14   22.4
20   15.4
21   16.4
19   25.4
17   19.4
18   17.4
26   24.4
14   24.4
10   19.4
13   21.4
22   19.4
24   24.4
17   19.4
18   25.4
16   22.4
20   24.4
25   15.4
14   18.4
20   28.4
22   25.4
16   20.4
15   21.4
21   24.4
22   15.4
20   17.4
21   21.4
22   15.4
21   13.4
16   22.4
23   21.4
14   24.4
26   26.4
19   18.4
22   19.4
14   18.4
19   26.4
26   15.4
19   21.4
17   19.4
17   16.4
20   22.4
13   16.4
19   26.4
22   19.4
25   18.4
16  
18  
24  
16  
20  
19  
22  
17  
30  
24  
14  
18  
21  
16  
26  
22  
19  
15  
17  
12  
15  
24  
22  
21  
21  
19  
17  
20  
13  
19  
23  
20  
16  
20  
16  
21  
18  
27  
21  
24  
23  
20  
19  
17  
20  
20  
14  
21  
20  
18  

Solutions

Expert Solution

First we need to find the mean and SD of both data sets. Following is the output of descriptive statistics:

Descriptive statistics
Vendor, X1 Delivered, X2
count 205 155
mean 19.50 20.426
sample standard deviation 3.79 3.870
sample variance 14.35 14.973
minimum 5 11.4
maximum 30 31.4
range 25 20

Following is the required confidence interval:

Answer: (-1.597, -0.255)


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