(Solved): Two Tail Test Lower Tail Test Upper Tail Test Failing to reject Ho when it is False is Type I ...

Two Tail Test Lower Tail Test Upper Tail Test Failing to reject Ho when it is False is Type I error (Alpa) Type II Error (Beta) Type III Error (Theta) For Americans using library services, the American Library Association claims that more than \( 67 \% \) of patrons borrow books. The library director in Owensboro, Kentucky asked a local college statistic class to conduct a survey. The class randomly selected 100 patrons and found that 82 borrowed books. Use alpha \( =0.01 \) level of significance. Can we reject or cannot reject the statement set by the American Library Association? Cannot reject \( \mathrm{Ho} \), so that means \( 67 \% \) or less of the Patrons borrow books Reject Ho, so that means that more than \( 67 \% \) of the Patrons borrow books