Let X1, X2, ..X100 be 100 independent observations from a distribution X which is not normally distributed. Suppose it is known that the mean of this distribution X is 26 and the standard deviation is...


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Let X1, X2, ..X100 be 100 independent observations from a distribution X which is not normally distributed. Suppose it is known that the mean<br>of this distribution X is 26 and the standard deviation is 6. What can we say about the sample mean x?<br>O a<br>x has an approximately normal distribution with mean=26 and standard deviation=6<br>O b<br>x has an approximately normal distribution with mean=26 and standard deviation=0.6<br>None of the other answers<br>x cannot be approximated with a normal distribution since X is not normal<br>O e<br>X = 2.6<br>

Extracted text: Let X1, X2, ..X100 be 100 independent observations from a distribution X which is not normally distributed. Suppose it is known that the mean of this distribution X is 26 and the standard deviation is 6. What can we say about the sample mean x? O a x has an approximately normal distribution with mean=26 and standard deviation=6 O b x has an approximately normal distribution with mean=26 and standard deviation=0.6 None of the other answers x cannot be approximated with a normal distribution since X is not normal O e X = 2.6

Jun 10, 2022
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