A public relations firm found that only 88% of voters in a certain state are satisfied with their state representative. How large a sample of voters should be drawn so that the sample proportion $\hat { p }$ of voters who are satisfied with their representative is approximately normally distributed?
A) 101
B) 12
C) 84
D) 10

Question

A public relations firm found that only  88%  of voters in a certain state are satisfied with their state representative. How large a sample of voters should be drawn so that the sample proportion $\hat { p }$ of voters who are satisfied with their representative is approximately normally distributed?
A) 101
B) 12
C) 84
D) 10

Quizplus · Accepted Answer

The Answer of A public relations firm found that only  88%  of voters in a certain state are satisfied with their state representative. How large a sample of voters should be drawn so that the sample proportion $\hat { p }$ of voters who are satisfied with their representative is approximately normally distributed?
A) 101
B) 12
C) 84
D) 10

A Public Relations Firm Found That Only 88 p^\hat { p }p^​

A Public Relations Firm Found That Only 88 $\hat { p }$