A particular poll tracks daily the percentage of citizens from a certain country who approve or disapprove of the job the President is doing. Daily results are based on telephone interviews with approximately 1500 national adults. The poll reported that 43% of adults approve of the President doing his job. A media outlet claimed the true proportion to be 44%.
Find the 99% confidence interval _______________, ________________ (round to 3 decimal points)
Please show the math and not just the equation
At 99% confidence interval the critical value is z0.005 = 2.58
The 99% confidence interval is
+/- z0.005 * sqrt((1 - )/n)
= 0.43 +/- 2.58 * sqrt(0.43 * (1 - 0.43)/1500)
= 0.43 +/- 0.033
= 0.397, 0.463
A particular poll tracks daily the percentage of citizens from a certain country who approve or...
A particular poll tracks daily the percentage of citizens from a certain country who approve or disapprove of the job the President is doing. Daily results are based on telephone interviews with approximately 1200 national adults. The poll reported that 43% of adults approve of the President doing his job. A media outlet claimed the true proportion to be 44%. Does the poll contradict this claim? Complete parts a through c. Question: Find the 95% confidence interval. Answer: (_________,_________)
A particular poll tracks daily the percentage of Americans who approve or disapprove of the performance by President 1. Daily results are based on random telephone interviews with approximately 1100 national adults. The poll reports that 51% of adults approve of President 1. The same poll reported an approval rating of 52% for President 2. A news anchor remarks that "President 1 doesn't even get as much approval as President 2 did." Is there evidence that this difference is real?...
A particular poll tracks daily the percentage of Americans who approve or disapprove of the performance by President 1. Daily results are based on random telephone interviews with approximately 1100 national adults. The poll reports that 51% of adults approve of President 1. The same poll reported an approval rating of 52% for President 2. A news anchor remarks that "President 1 doesn't even get as much approval as President 2 did." Is there evidence that this difference is real?...
A recent poll of 1500 U.S. voters found that 600 of them currently approve of Trump’s performance as president. Make a 99% confidence interval for the proportion of all U.S. voters that approve of Trumps’s performance. Describe the meaning of the interval you found. (https://news.gallup.com/poll/201617/gallup-daily-trump-job-approval.aspx) <<Very surprising to me that I just updated this from the test I gave last year—and it was lower then. I do not understand!>>