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Suppose a survey asked 825 randomly sampled registered voters in California, 'Do you support, oppose, or not know enough to say about drilling for oil and natural gas off the coast of California?' Below is the distribution of responses, separated based on whether or not the respondent graduated from college.

User Cbox
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Final answer:

The question concerns social studies and college-level statistical analysis of polls related to political and environmental issues in California, including confidence intervals and the independence of survey responses.

Step-by-step explanation:

The question pertains to social studies with a focus on political science and statistics, as it discusses the evaluation and interpretation of poll results concerning public opinion on political matters in California. The content is most relevant to a college-level audience, given the complexity of the concepts such as confidence intervals, tests of independence, and the impact of polling methods on results.

A 90 percent confidence interval would be used to estimate the true proportion of California adults who believe education is one of the top issues facing California. Poll responses, such as those related to ethnic group differences or the Bradley effect, might require statistical tests to determine if the responses are independent or if there are significant discrepancies due to social desirability bias or interview methods. The survey of California registered voters about drilling for oil and natural gas also ties into these concepts as they relate to environmental policy and public opinion.

User Oualid KTATA
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