Vhich of the following statements best describes what the central limit theorem states? 2A. Under general conditions, when n is large, Y will be near py with very high probability. OB. Under general conditions, when n is large, the distribution of Y is well approximated by a standard normal distribution even if Y, are not themsel O C. Under general conditions, when n is large, the distribution of Y is well approximated by a normal distribution even if Y, are not themselves normi O D. Under general conditions, the mean of Y is the weighted average of the conditional expectation of Y given X, weighted by the probability distribe

A First Course in Probability (10th Edition)
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Which of the following statements best describes what the central limit theorem states?
O A. Under general conditions, when n is large, Y will be near py with very high probability.
OR Under general conditions, when n is large, the distribution of Y is well approximated by a standard normal distribution even if Y, are not themselves normally distributed.
Oc Under general conditions, when n is large, the distribution of Y is well approximated by a normal distribution even if Y, are not themselves normally distributed.
O D. Under general conditions, the mean of Y is the weighted average of the conditional expectation of Y given X, weighted by the probability distribution of X.
Click to select your answer.
O Type here to search
O
Transcribed Image Text:Which of the following statements best describes what the central limit theorem states? O A. Under general conditions, when n is large, Y will be near py with very high probability. OR Under general conditions, when n is large, the distribution of Y is well approximated by a standard normal distribution even if Y, are not themselves normally distributed. Oc Under general conditions, when n is large, the distribution of Y is well approximated by a normal distribution even if Y, are not themselves normally distributed. O D. Under general conditions, the mean of Y is the weighted average of the conditional expectation of Y given X, weighted by the probability distribution of X. Click to select your answer. O Type here to search O
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