Chapter 11: 113 (page 668)
= ________
Short Answer
The degrees of freedom
Chapter 11: 113 (page 668)
= ________
The degrees of freedom
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Decide whether the following statements are true or false;
The standard deviation of the chi-square distribution is twice the mean.
Use a solution sheet to solve the hypothesis test problem. Go to Appendix E for the chi-square solution sheet. Round expected frequency to two decimal places.
A manager of a sports club keeps information concerning the main sport in which members participate and their ages. To test whether there is a relationship between the age of a member and his or her choice of sport, members of the sports club are randomly selected. Conduct a test of independence.
Sport | ||||
racquetball | ||||
tennis | ||||
swimming |
A sample of commercial businesses was surveyed for recycling one commodity; a commodity here means any one type of recyclable material such as plastic or aluminum. Table shows the business categories in the survey, the sample size of each category, and the number of businesses in each category that recycle one commodity. Based on the study, on average half of the businesses were expected to be recycling one commodity. As a result, the last column shows the expected number of businesses in each category that recycle one commodity. At the % significance level, perform a hypothesis test to determine if the observed number of businesses that recycle one commodity follows the uniform distribution of the expected values.
Business Type | Number in class | Observed Number that recycles one commodity | Expected number that recycles one commodity |
office | |||
Retail/ Wholesale | |||
Food/ Restaurants | |||
Manufacturing/ Medical | |||
Hotel/Mixed |
Table 11.41
Do families and singles have the same distribution of cars? Use a level of significance of . Suppose that randomly selected families and randomly selected singles were asked what type of car they drove: sport, sedan, hatchback, truck, van/SUV. The results are shown in Table Do families and singles have the same distribution of cars? Test at a level of significance of .
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