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According to the Central Limit Theorem, as the Sample Size

Question 32

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According to the Central Limit Theorem, as the sample size (n) from a non-normal population increases:


A) the mean of the sampling distribution of According to the Central Limit Theorem, as the sample size (n)  from a non-normal population increases: A)  the mean of the sampling distribution of   becomes closer to μ, the population mean. B)  the sample standard deviation decreases. C)  the sampling distribution of   increasingly approximates a normal distribution. D)  there is less of a problem with nonrepresentative sample bias. becomes closer to μ, the population mean.
B) the sample standard deviation decreases.
C) the sampling distribution of According to the Central Limit Theorem, as the sample size (n)  from a non-normal population increases: A)  the mean of the sampling distribution of   becomes closer to μ, the population mean. B)  the sample standard deviation decreases. C)  the sampling distribution of   increasingly approximates a normal distribution. D)  there is less of a problem with nonrepresentative sample bias. increasingly approximates a normal distribution.
D) there is less of a problem with nonrepresentative sample bias.

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