Suppose we need to estimate p, the proportion of Canadians willing to receive a COVID-19 vaccine. By taking a random sample of size n=100 we obtain a sample proportion p and we use this to determining the 95% confidence interval, (0.75,0.82). What is the correct interpretation? For 95% of all samples of size n=100, p lies in the interval (0.75, 0.82). For 95% of all samples of size n= 100, P lies in the interval (0.75, 0.82). For 95% of all samples of size n= 100, p lies in the resulting confidence interval. For 95% of all samples of size n= 100, i lies in the resulting confidence interval.

Suppose we need to estimate p, the proportion of Canadians willing to receive a COVID-19 vaccine. By taking a random sample of size n=100 we obtain a sample proportion p and we use this to determining the 95% confidence interval, (0.75,0.82). What is the correct interpretation? For 95% of all samples of size n=100, p lies in the interval (0.75, 0.82). For 95% of all samples of size n= 100, P lies in the interval (0.75, 0.82). For 95% of all samples of size n= 100, p lies in the resulting confidence interval. For 95% of all samples of size n= 100, i lies in the resulting confidence interval.

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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