The student newspaper at a university in California reported a debate between two student council members, revolving
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a. Comment on the remark attributed to the first council member, that the sample size is not large enough to “guarantee a statistically sound cross section of the population.” Is the size of the sample the relevant issue to address his concern?
b. Comment on the remark by the second council member that “three percent is an excellent random sampling, so there’s no reason to question accuracy.” Is she correct in her use of terminology and in her conclusion?
c. Assuming a random sample was used, pro-duce an interval that almost certainly covers the true percentage of the population of students who opposed the diversity requirement. Use your result to comment on the debate. In particular, do these results allow a conclusion as to whether the majority of students on campus opposed the requirement?
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