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Suppose the Proportion of Women Who Watch CBC News Is

Question 14

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Suppose the proportion of women who watch CBC News is Suppose the proportion of women who watch CBC News is And the proportion of men who watch CBC News is .The survey found a 95% confidence interval for - Is (-0.06,0.25) .Give an interpretation of this confidence interval. A) We are 95% confident that the proportion of women who watch CBC News is between 6% lower and 25% higher than the proportion of men who watch CBC News. B) We know that 95% of all random samples done on the population will show that the proportion of men who watch CBC News is between 6% lower and 25% higher than the proportion of women who watch CBC News. C) We know that 95% of all random samples done on the population will show that the proportion of women who watch CBC News is between 6% lower and 25% higher than the proportion of men who watch CBC News. D) We are 95% confident that the proportion of men who watch CBC News is between 6% lower and 25% higher than the proportion of women who watch CBC News. E) 95% of men and women watch CBC News 6% less to 25% more than other news programs.
And the proportion of men who watch CBC News is Suppose the proportion of women who watch CBC News is And the proportion of men who watch CBC News is .The survey found a 95% confidence interval for - Is (-0.06,0.25) .Give an interpretation of this confidence interval. A) We are 95% confident that the proportion of women who watch CBC News is between 6% lower and 25% higher than the proportion of men who watch CBC News. B) We know that 95% of all random samples done on the population will show that the proportion of men who watch CBC News is between 6% lower and 25% higher than the proportion of women who watch CBC News. C) We know that 95% of all random samples done on the population will show that the proportion of women who watch CBC News is between 6% lower and 25% higher than the proportion of men who watch CBC News. D) We are 95% confident that the proportion of men who watch CBC News is between 6% lower and 25% higher than the proportion of women who watch CBC News. E) 95% of men and women watch CBC News 6% less to 25% more than other news programs.
.The survey found a 95% confidence interval for Suppose the proportion of women who watch CBC News is And the proportion of men who watch CBC News is .The survey found a 95% confidence interval for - Is (-0.06,0.25) .Give an interpretation of this confidence interval. A) We are 95% confident that the proportion of women who watch CBC News is between 6% lower and 25% higher than the proportion of men who watch CBC News. B) We know that 95% of all random samples done on the population will show that the proportion of men who watch CBC News is between 6% lower and 25% higher than the proportion of women who watch CBC News. C) We know that 95% of all random samples done on the population will show that the proportion of women who watch CBC News is between 6% lower and 25% higher than the proportion of men who watch CBC News. D) We are 95% confident that the proportion of men who watch CBC News is between 6% lower and 25% higher than the proportion of women who watch CBC News. E) 95% of men and women watch CBC News 6% less to 25% more than other news programs.
- Suppose the proportion of women who watch CBC News is And the proportion of men who watch CBC News is .The survey found a 95% confidence interval for - Is (-0.06,0.25) .Give an interpretation of this confidence interval. A) We are 95% confident that the proportion of women who watch CBC News is between 6% lower and 25% higher than the proportion of men who watch CBC News. B) We know that 95% of all random samples done on the population will show that the proportion of men who watch CBC News is between 6% lower and 25% higher than the proportion of women who watch CBC News. C) We know that 95% of all random samples done on the population will show that the proportion of women who watch CBC News is between 6% lower and 25% higher than the proportion of men who watch CBC News. D) We are 95% confident that the proportion of men who watch CBC News is between 6% lower and 25% higher than the proportion of women who watch CBC News. E) 95% of men and women watch CBC News 6% less to 25% more than other news programs.
Is (-0.06,0.25) .Give an interpretation of this confidence interval.


A) We are 95% confident that the proportion of women who watch CBC News is between 6% lower and 25% higher than the proportion of men who watch CBC News.
B) We know that 95% of all random samples done on the population will show that the proportion of men who watch CBC News is between 6% lower and 25% higher than the proportion of women who watch CBC News.
C) We know that 95% of all random samples done on the population will show that the proportion of women who watch CBC News is between 6% lower and 25% higher than the proportion of men who watch CBC News.
D) We are 95% confident that the proportion of men who watch CBC News is between 6% lower and 25% higher than the proportion of women who watch CBC News.
E) 95% of men and women watch CBC News 6% less to 25% more than other news programs.

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