Question 10 < > Part 1 of 2 In a randomly selected sample of 1039 citizens who are registered to vote in the U.S., 594 w

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Question 10 Part 1 Of 2 In A Randomly Selected Sample Of 1039 Citizens Who Are Registered To Vote In The U S 594 W 1 (211.39 KiB) Viewed 22 times

Question 10 < > Part 1 of 2 In a randomly selected sample of 1039 citizens who are registered to vote in the U.S., 594 were satisfied with the job the Supreme Court was doing. Construct a 99% confidence interval for the proportion of all citizens who are registered to vote in the U.S. who are satisfied with the job the Supreme Court was doing. a) Round to 4 decimal places, if needed. Check requirements: b) Is this a random sample or a randomized experiment? Ono yes c) Are the observations independent? Check this by using n < 0.05N. <0.05N What does this tell us the required population size is? Round to 1 decimal place, if needed. N> Note, there are over 159 million registered voters in the U.S. This means that It is impossible to tell whether the observations are independent or not with the given information The observations are NOT independent because the sample size is NOT less than 5% of the population size, ie n > 0.05N The observations are independent because the sample size is less than 5% of the population size, i.e. n < 0.05N