c. Identify the mean and standard deviation of x. Choose the correct answer below. A. H and O B. H and o OC. and O D. and o Vn d. Does your answer to part (c) depend on the assumption that the variable under consideration is normally distributed? Why or why not? O A. No, for any variable, the mean of x is at least approximately equal to µ, and the standard deviation of x exactly equals О В. Yes, for some distributions of x, the mean of x is and for other distributions of x, the standard deviation of x is o. O C. Yes, if the distribution of x is skewed, the mean of x will be different from u in the direction that the distribution of x is skewed. O D. No, for any variable, the mean of x equals µ, and the standard deviation of x is at least approximately equal to

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c. Identify the mean and standard deviation of x. Choose the correct answer below.
A. µ and
Vn
О В. н апd o
and
and o
d. Does your answer to part (c) depend on the assumption that the variable under consideration is normally distributed? Why or why not?
O A.
No, for any variable, the mean of x is at least approximately equal to u, and the standard deviation of x exactly equals
Vn
В.
Yes, for some distributions of x, the mean of x is
and for other distributions of x, the standard deviation of x is o.
O C. Yes, if the distribution of x is skewed, the mean of x will be different from µ in the direction that the distribution of x is skewed.
D.
No, for any variable, the mean of x equals µ, and the standard deviation of x is at least approximately equal to
Vn
Transcribed Image Text:c. Identify the mean and standard deviation of x. Choose the correct answer below. A. µ and Vn О В. н апd o and and o d. Does your answer to part (c) depend on the assumption that the variable under consideration is normally distributed? Why or why not? O A. No, for any variable, the mean of x is at least approximately equal to u, and the standard deviation of x exactly equals Vn В. Yes, for some distributions of x, the mean of x is and for other distributions of x, the standard deviation of x is o. O C. Yes, if the distribution of x is skewed, the mean of x will be different from µ in the direction that the distribution of x is skewed. D. No, for any variable, the mean of x equals µ, and the standard deviation of x is at least approximately equal to Vn
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