Exam 25: Exploring and Collecting Data

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Use the following to answer the question(s) below. Suppose that in 2010 data were collected on the percent of people in Canada who had no employer pension plan. Summary statistics and a histogram for these data are shown below. Use the following to answer the question(s) below. Suppose that in 2010 data were collected on the percent of people in Canada who had no employer pension plan. Summary statistics and a histogram for these data are shown below.      -What is the most appropriate measure to describe the centre of these data? Use the following to answer the question(s) below. Suppose that in 2010 data were collected on the percent of people in Canada who had no employer pension plan. Summary statistics and a histogram for these data are shown below.      -What is the most appropriate measure to describe the centre of these data? -What is the most appropriate measure to describe the centre of these data?

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Use the following to answer the question(s) below. Suppose that in 2010 data were collected on the percent of people in Canada who had no employer pension plan. Summary statistics and a histogram for these data are shown below. Use the following to answer the question(s) below. Suppose that in 2010 data were collected on the percent of people in Canada who had no employer pension plan. Summary statistics and a histogram for these data are shown below.      -The IQR for these data is Use the following to answer the question(s) below. Suppose that in 2010 data were collected on the percent of people in Canada who had no employer pension plan. Summary statistics and a histogram for these data are shown below.      -The IQR for these data is -The IQR for these data is

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A researcher is conducting a study on Internet use. He decides to first categorize the population by education level (high school, college graduate, advanced degree, etc.) and then survey a select number from each category. This sampling strategy is called

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A researcher is conducting a study on eating disorders. Using a list of recent participants in the online Weight Watchers program, she randomly selects a name from the alphabetized list. She then chooses every tenth person from that point on to include in her study. This sampling strategy is called

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An office supply chain has stores in two locations, Toronto and Vancouver. One of these stores is to be closed within the coming year, and to help make the decision, management reviews sales data. Below are boxplots for monthly unit sales for both locations. An office supply chain has stores in two locations, Toronto and Vancouver. One of these stores is to be closed within the coming year, and to help make the decision, management reviews sales data. Below are boxplots for monthly unit sales for both locations.   Which of the following statements is not correct? Which of the following statements is not correct?

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In listing a property, real estate agencies provides information on a number of variables. Which of the following variables related to property listings is categorical?

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Use the following to answer the question(s) below. A recent survey of online shoppers asked them to indicate the primary reason they shop via the Internet. The table summarizes responses by reason and gender. Use the following to answer the question(s) below. A recent survey of online shoppers asked them to indicate the primary reason they shop via the Internet. The table summarizes responses by reason and gender.    -What percent of respondents who cited Greater Selection as the primary reason they shop online were females? -What percent of respondents who cited Greater Selection as the primary reason they shop online were females?

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Which is true of the data shown in the histogram? Which is true of the data shown in the histogram?   I. The distribution is approximately symmetric. II. The mean and median are approximately equal. III. The median and IQR to summarize these data summarize the data better than the mean and standard deviation. I. The distribution is approximately symmetric. II. The mean and median are approximately equal. III. The median and IQR to summarize these data summarize the data better than the mean and standard deviation.

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