n the 2004 election in Utah, 66% of all Utah voters voted for Amendment 3, the marriage amendment. Suppose a Statistics major decided to predict the sampling distribution of p̂ for samples of size 100 for this situation.   What would happen to the mean of the sampling distribution of p̂ if the Statistics major predicted the sampling distribution of  for samples of size 500 instead of size 100? The men would decrease The mean would stay the same The mean would increase

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In the 2004 election in Utah, 66% of all Utah voters voted for Amendment 3, the marriage amendment. Suppose a Statistics major decided to predict the sampling distribution of p̂ for samples of size 100 for this situation.

 

What would happen to the mean of the sampling distribution of p̂ if the Statistics major predicted the sampling distribution of  for samples of size 500 instead of size 100?

The men would decrease
The mean would stay the same
The mean would increase
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