A newspaper poll found that 51% of the respondents in a large random sample of likely voters in a district intend to vote for candidate Lovegood rather than her opponent with a margin of error of 4% with 95% confidence. Based on this information, which of the following should the newspaper report to its readers? There is a 95% chance that Lovegood will win. O No prediction about who will win can be made with 95% confidence O The poll predicts Lovegood will win, but there is a 5% chance that the prediction is incorrect due to sampling error With 95% confidence, there is convincing evidence that Lovegood will win O Lovegood will win because the majority of voters are in favor of Lovegood.
A newspaper poll found that 51% of the respondents in a large random sample of likely voters in a district intend to vote for candidate Lovegood rather than her opponent with a margin of error of 4% with 95% confidence. Based on this information, which of the following should the newspaper report to its readers? There is a 95% chance that Lovegood will win. O No prediction about who will win can be made with 95% confidence O The poll predicts Lovegood will win, but there is a 5% chance that the prediction is incorrect due to sampling error With 95% confidence, there is convincing evidence that Lovegood will win O Lovegood will win because the majority of voters are in favor of Lovegood.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:A newspaper poll found that 51% of the respondents in a large random sample of likely voters in
a district intend to vote for candidate Lovegood rather than her opponent with a margin of error
of 4% with 95% confidence. Based on this information, which of the following should the
newspaper report to its readers?
O There is a 95% chance that Lovegood will win.
O No prediction about who will win can be made with 95% confidence
O The poll predicts Lovegood will win, but there is a 5% chance that the prediction is incorrect due to
sampling error
O With 95% confidence, there is convincing evidence that Lovegood will win
O Lovegood will win because the majority of voters are in favor of Lovegood.
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