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4. The campaign manager for a congressional candidate claims that the candidate has more than 50% support from the district's electorate. A newspaper collects a simple random sample of 500 likely voters in this district and estimates the support for this candidate to be 52%. The p-value for the hypothesis test evaluating the campaign manager's claim is 0.19. Which of the below is correct? The data provide convincing evidence for the campaign manager's claim. 95% of random samples of size 500 will estimate the support for this candidate to be 52%. If in fact 50% of likely voters support this candidate, the probability of obtaining a random sample of 500 likely voters where 52% or more support the candidate is 0.19. The success-failure condition is not met, so this p-value is not reliable.

4. The campaign manager for a congressional candidate claims that the candidate has more than 50% support from the district's electorate. A newspaper collects a simple random sample of 500 likely voters in this district and estimates the support for this candidate to be 52%. The p-value for the hypothesis test evaluating the campaign manager's claim is 0.19. Which of the below is correct? The data provide convincing evidence for the campaign manager's claim. 95% of random samples of size 500 will estimate the support for this candidate to be 52%. If in fact 50% of likely voters support this candidate, the probability of obtaining a random sample of 500 likely voters where 52% or more support the candidate is 0.19. The success-failure condition is not met, so this p-value is not reliable.

MATLAB: An Introduction with Applications
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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4. The campaign manager for a congressional candidate claims that the candidate has more than 50% support from the district's electorate. A newspaper collects a simple random sample of 500 likely voters in this district and estimates the support for this candidate to be 52%. The p-value for the hypothesis test evaluating the campaign manager's claim is 0.19. Which of the below is correct? The data provide convincing evidence for the campaign manager's claim. 95% of random samples of size 500 will estimate the support for this candidate to be 52%. If in fact 50% of likely voters support this candidate, the probability of obtaining a random sample of 500 likely voters where 52% or more support the candidate is 0.19. O The success-failure condition is not met, so this p-value is not reliable.
Transcribed Image Text:4. The campaign manager for a congressional candidate claims that the candidate has more than 50% support from the district's electorate. A newspaper collects a simple random sample of 500 likely voters in this district and estimates the support for this candidate to be 52%. The p-value for the hypothesis test evaluating the campaign manager's claim is 0.19. Which of the below is correct? The data provide convincing evidence for the campaign manager's claim. 95% of random samples of size 500 will estimate the support for this candidate to be 52%. If in fact 50% of likely voters support this candidate, the probability of obtaining a random sample of 500 likely voters where 52% or more support the candidate is 0.19. O The success-failure condition is not met, so this p-value is not reliable.
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