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A Population Variable Has a Distribution with a Mean of

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A population variable has a distribution with a mean of = 50 and a variance of 2 = 225.From this population a simple random sample of n observations is to be selected and the mean A population variable has a distribution with a mean of <font face= symbol ></font> = 50 and a variance of <font face= symbol ></font><sup>2</sup> = 225.From this population a simple random sample of n observations is to be selected and the mean   of the sample values calculated.If the population variable is known to be Normally distributed and the sample size used is to be n = 16,what is the probability that the sample mean will be between 48.35 and 55.74,that is,P(48.35 <font face= symbol ></font>   <font face= symbol ></font> 55.74) ? A) 0.393 B) 0.607 C) 0.937 D) 0.330 E) Not within ± 0.010 of any of the above of the sample values calculated.If the population variable is known to be Normally distributed and the sample size used is to be n = 16,what is the probability that the sample mean will be between 48.35 and 55.74,that is,P(48.35 A population variable has a distribution with a mean of <font face= symbol ></font> = 50 and a variance of <font face= symbol ></font><sup>2</sup> = 225.From this population a simple random sample of n observations is to be selected and the mean   of the sample values calculated.If the population variable is known to be Normally distributed and the sample size used is to be n = 16,what is the probability that the sample mean will be between 48.35 and 55.74,that is,P(48.35 <font face= symbol ></font>   <font face= symbol ></font> 55.74) ? A) 0.393 B) 0.607 C) 0.937 D) 0.330 E) Not within ± 0.010 of any of the above 55.74) ?


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