Respuesta :
Consider what you know about the sampling distribution of the sample proportion. this sampling distribution will have a centre equal to the population proportion, or p.
For determining the correct option, we will check one by one all the given options:
From the given statements, we can conclude that.
As the sample size of the data increases, the corresponding value of n also starts increasing.
The value on the denominator of the standard deviation equation is n.
Therefore, the standard deviation will decrease as the value of n increases.
A tiny variance is one with a low standard deviation.
As a result, the variance will be minor as the sample size increases.
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Actual questions should be:
Consider what you know about the sampling distribution of the sample proportion. This sampling distribution
(1) has a shape that is skewed to the right, regardless of sample size.
(2) is a collection of the parameters of all possible samples of a particular size taken from a particular population.
(3) Will become more variable as the sample size increases.
(4) will have a center equal to the population proportion, or p.
(5) will be Normal in shape only if the sample size is at least 100 .
