There is a popular story (among data miners) that there is a correlation between men buying diapers and buying beer while shopping. A student tests this theory by surveying 127 male shoppers as they left a grocery store. The results are summarized in the contingency table. Test for a dependent relationship between buying beer and buying diapers. Conduct this test at the 0.05 significance level. Beer No Beer Bought Diapers Did Not Buy Diapers Totals 48 55 62 72 7 10

MATLAB: An Introduction with Applications
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Chapter1: Starting With Matlab
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There is a popular story (among data miners) that there is a correlation between men buying diapers and buying beer while shopping. A student tests this theory by surveying 127 male shoppers as they left a grocery store. The results are summarized in the contingency table. Test for a dependent relationship between buying beer and buying diapers. Conduct this test at the 0.05 significance level.

|                     | Bought Diapers | Did Not Buy Diapers | Totals |
|---------------------|----------------|---------------------|--------|
| **Beer**            | 7              | 48                  | 55     |
| **No Beer**         | 10             | 62                  | 72     |
| **Totals**          | 17             | 110                 | 127    |

(a) Find the expected frequencies.

|                     | Bought Diapers | Did Not Buy Diapers |
|---------------------|----------------|---------------------|
| **Beer**            | [   ]          | [   ]               |
| **No Beer**         | [   ]          | [   ]               |

(b) Find the test statistic.

[   ]

(c) Find the critical value.

[   ]
Transcribed Image Text:There is a popular story (among data miners) that there is a correlation between men buying diapers and buying beer while shopping. A student tests this theory by surveying 127 male shoppers as they left a grocery store. The results are summarized in the contingency table. Test for a dependent relationship between buying beer and buying diapers. Conduct this test at the 0.05 significance level. | | Bought Diapers | Did Not Buy Diapers | Totals | |---------------------|----------------|---------------------|--------| | **Beer** | 7 | 48 | 55 | | **No Beer** | 10 | 62 | 72 | | **Totals** | 17 | 110 | 127 | (a) Find the expected frequencies. | | Bought Diapers | Did Not Buy Diapers | |---------------------|----------------|---------------------| | **Beer** | [ ] | [ ] | | **No Beer** | [ ] | [ ] | (b) Find the test statistic. [ ] (c) Find the critical value. [ ]
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