to the lack of trials. Do you have a guess for the real value of p? Due to the high number of trials done in the previous question, I assume the value of p to be near 0.6. 3. The company Digital Trends reported that 48% of Americans have shared passwords for TV and movie streaming ("Americans Know They Shouldn't Share Their Passwords, But Do It Anyway," February 18, 2016). For purposes of this exercise, assume that the 48% figure is correct for the population of adult Americans. A. A random sample of size n = 200 will be selected from this population and , the proportion who have shared TV and movie streaming passwords, will be calculated. What are the mean and standard deviation of the sampling distribution of ? Round to 3 decimal places as needed. 1 B. Is the sampling distribution of approximately normal for random samples of size 200? Explain. C. Suppose that the sample size is n= 50 rather than n = 200. Does the change in sample size affect the mean and standard deviation of the sampling distribution of p? If so, what are the new values of the mean and standard deviation? If not, explain why not. D. Is the sampling distribution of approximately normal for random samples of size n Explain. 50? F CI Te: > > E
to the lack of trials. Do you have a guess for the real value of p? Due to the high number of trials done in the previous question, I assume the value of p to be near 0.6. 3. The company Digital Trends reported that 48% of Americans have shared passwords for TV and movie streaming ("Americans Know They Shouldn't Share Their Passwords, But Do It Anyway," February 18, 2016). For purposes of this exercise, assume that the 48% figure is correct for the population of adult Americans. A. A random sample of size n = 200 will be selected from this population and , the proportion who have shared TV and movie streaming passwords, will be calculated. What are the mean and standard deviation of the sampling distribution of ? Round to 3 decimal places as needed. 1 B. Is the sampling distribution of approximately normal for random samples of size 200? Explain. C. Suppose that the sample size is n= 50 rather than n = 200. Does the change in sample size affect the mean and standard deviation of the sampling distribution of p? If so, what are the new values of the mean and standard deviation? If not, explain why not. D. Is the sampling distribution of approximately normal for random samples of size n Explain. 50? F CI Te: > > E
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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