Intro Stats
Intro Stats
4th Edition
ISBN: 9780321826275
Author: Richard D. De Veaux
Publisher: PEARSON
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Chapter 18.2, Problem 5JC
To determine

Explain approximately how much the confidence interval will change based on 50 forms than another one based on 200 forms.

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Parking at a university has become a problem. University administrators are interested in determining how often students have been late or missed a class due to parking issues. They randomly select 900 currently- enrolled full-time students and email a survey to their student email address. Whether they report having been late or missed class due to parking issues during the current semester was recorded for each of the 523 students who responded to the survey. Identify each of the following in words in context to this problem. Population: Individual: Variable: Sample: What type of variable were data collected for? O Qualitative (Categorical) Quantitative What is the sample size?
The highest and lowest birth rates in the United States in 2010 were in Utah and Maine, respectively. Utah reported 52,258 births with a population of about 2.8 million people. Maine reported 12,970 births with a population of about 1.3 million people. Use this data to answer the following questions. a) On average, how many people were born each day of the year in Utah? b) On average, how many people were born each day of the year in Maine? c) What was the birth rate in Utah in births per 100,000 residents? d) What was the birth rate in Maine in births per 100,000 residents? 2. In 2010, the highest and lowest death rates in the United States were in West Virginia and Hawaii, respectively. West Virginia reported 17,598 deaths with a population of about 1.9 million. Hawaii reported 8418 deaths with a population of 1.4 million. a) Compute the death rates in West Virginia and Hawaii in deaths per 100,000 residents. b) How many people die each day in West Virginia? c) How many…
One morning a local affiliate of national public radio show had an episode about parks in Idaho. During the show they asked listeners to respond to a poll and answer whether they had been camping in an Idaho park in the last year. 1287 responded, and 1003 said they had camped in an Idaho park in the last year. They hoped this would give some indication of whatproportion of all Idahoans go camping annually. (a) What is the population?(b) What is the parameter (of interest)?(c) What is the sample?(d) What is the statistic?(e) What is the most likely/obvious bias for this sample?

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Intro Stats

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