Question: x - H p - p T.DIST (t-score, n - 1, true) ttest = Ztest = S p(1 - p) T.DIST.RT (t-score, n - 1)

x - H p - p T.DIST (t-score, n - 1, true) ttest = Ztest = S p(1 - p) T.DIST.RT (t-score, n - 1) Vn n T.DIST.2T (+t-score, n - 1) NORM.S.DIST (Z-score, true) I A large study conducted ten years ago found that 36% of students have cheated on an exam at least once. You want to see if this percentage has changed since then. You randomly select 400 students and find that 161 students have cheated at least once on an exam. Is there enough evidence to conclude that the percentage of students who have cheated at least once on an exam no longer equals 36%? Test the hypothesis at the 5% level of significance. Ho HA (3 marks) Test Statistic (3 marks) p-value (3 marks) Decision with justification (2 marks)_ Conclusion: Circle the Correct One (1 mark)

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