A company reported that 72​% of 1691 randomly selected college freshmen returned to college the next year. The study was stratified by type of college—public or private. The retention rates were 67.8​% among 534 students enrolled in public colleges and 74.0​% among 1157 students enrolled in private colleges. The company found 95​% confidence intervals for retention rates. Suppose that the company wants to update its information on the percentage of freshmen that return for a second year of

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A company reported that 72​% of 1691 randomly selected college freshmen returned to college the next year. The study was stratified by type of college—public or private. The retention rates were 67.8​% among 534 students enrolled in public colleges and 74.0​% among 1157 students enrolled in private colleges. The company found 95​% confidence intervals for retention rates. Suppose that the company wants to update its information on the percentage of freshmen that return for a second year of college. Complete parts a and b below.

 

A) It wants to cut the stated margin of error in half. How many college freshmen must be​ surveyed?

 

b) Do you have any concerns about this​ sample? Explain.

Select all that apply.
A.
The​ 10% Condition would probably be violated by this sample.
 
B.
Because the sample is​ stratified, there is a greater risk of greater sampling error.
 
C.
Because the sample is​ stratified, the Independence Assumption may be violated.
 
D.
The​ Success/Failure Condition would probably be violated by this sample.
 
E.
The sample size is very​ small, which may reduce the level of certainty associated with the interval.
 
F.
The sample size is very​ large, which may make the survey difficult and expensive to administer.
 
G.
There are no reasonable concerns about this sample.
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