When calculating a confidence interval for the population proportion p, we laid out 3 assumptions that must be met in order to use the methodology. Which of the three is responsible for ensuring that the confidence interval is symmetric? What’s the central value of the interval? a) The population is large relative to the sample (centered at p) b) Normality of the sampling distribution of sample proportions (centered at p) c) The population is large relative to the sample (centered at p^) d) Normality of the sampling distribution of sample proportions (centered at p^ ) e) The sample is random (centered at np
When calculating a confidence interval for the population proportion p, we laid out 3 assumptions that must be met in order to use the methodology. Which of the three is responsible for ensuring that the confidence interval is symmetric? What’s the central value of the interval? a) The population is large relative to the sample (centered at p) b) Normality of the sampling distribution of sample proportions (centered at p) c) The population is large relative to the sample (centered at p^) d) Normality of the sampling distribution of sample proportions (centered at p^ ) e) The sample is random (centered at np
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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When calculating a confidence interval for the population proportion p, we laid out 3 assumptions that must be met in order to use the methodology. Which of the three is responsible for ensuring that the confidence interval is symmetric? What’s the central value of the interval?
a) The population is large relative to the sample (centered at p)
b) Normality of the sampling distribution of sample proportions (centered at p)
c) The population is large relative to the sample (centered at p^)
d) Normality of the sampling distribution of sample proportions (centered at p^ )
e) The sample is random (centered at np)
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