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(2 points) Smart Driver Driving School has many branches across provinces. In a province different from the one in problem 1, the teaching committee at the provincial branch randomly assigned half of their 5000 students enrolled this year to receive the conventional teaching method and the remaining half to receive the new teaching method. In a randonm sample of 100 students who received the conventional teaching method, 76 passed the road test. In another random sample of 100 students who received the new teaching method, 81 passed the road test. The committee would like to use the sample data to test if the two teaching methods have different passing rates,. Let pe and py be the true passing rates of the conventional and the new teaching methods, respectively.
Part i) What are the appropriate null and alternative hypotheses? A. H B. Ho : pN = 0.76 and HA : pN + 076 Part ii) The committee decides to perform the hypothesis test at 10% significance level, which of the following is/are true? (Check all that apply.) A. There is 10% chance that the null hypothesis is true B. There is 10% chance to reject the null hypothesis. C. The Type I error is 10% D. The Type II error is 90% E. The probability of committing the Type I error is 10% F. The probability of committing the Type ll error is 90% G. None of the above Part iii) Which of the following assumptions and conditions are needed to carry test? CHECK ALL THAT APPLY out the hypothesis A. The variable whether a student passes or not is normally distributed B. The population sizes are sufficiently large C. The two random samples of students are independent. D. The two random samples are no larger than 10% of their respective population sizes. E. None of the above.
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