Days before a presidential election, an article based on a nationwide random sample of registered voters reported the following statistic, "52% (±3%) of registered voters will vote for Robert Smith." What is the "±3%" called? The "±3%" is called the

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Days before a presidential election, an article based on a nationwide random sample of
registered voters reported the following statistic, "52% (±3%) of registered voters will
vote for Robert Smith." What is the "±3%" called?
The "±3%" is called the
confidence interval for a proportion.
margin of error.
sample proportion.
standard error.
Transcribed Image Text:Days before a presidential election, an article based on a nationwide random sample of registered voters reported the following statistic, "52% (±3%) of registered voters will vote for Robert Smith." What is the "±3%" called? The "±3%" is called the confidence interval for a proportion. margin of error. sample proportion. standard error.
A graduate student wanted to estimate the average time spent studying among
graduate students at her school. She randomly sampled graduate students from her
school and obtained a 99% confidence interval of (17,25) hours/week. Which of the
following would be true if the level of confidence was lowered to 95%?
Choose the correct answer below.
OA. The width of the confidence interval would be smaller.
B. The width of the confidence interval would be larger.
C. The width of the confidence interval would remain the same.
D. More information is needed to determine what would happen to the width of the
confidence interval.
Transcribed Image Text:A graduate student wanted to estimate the average time spent studying among graduate students at her school. She randomly sampled graduate students from her school and obtained a 99% confidence interval of (17,25) hours/week. Which of the following would be true if the level of confidence was lowered to 95%? Choose the correct answer below. OA. The width of the confidence interval would be smaller. B. The width of the confidence interval would be larger. C. The width of the confidence interval would remain the same. D. More information is needed to determine what would happen to the width of the confidence interval.
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