The Australian Medical Association believed that the Health
Minister's recent statement claiming that 70% of doctors supported
the reforms to Medicare was incorrect. The Association's President
suggest the best way to the test this was to survey 240 members, selected through a random sample, on the issue. She indicated that the Association would be prepared to accept a Type I error probability of 0.02.
1. State the direction of the alternative hypotesis for the test. Type gt (greater than), ge (greater than or aqual two) it (less than) le (less yhan or equal two) or ne (not equal two) as apropriate in the box
2. State, in absolute terms, the critical value as found in the tables in the textbook
3. Determine the lower boundary of the region of non-rejection in terms of the sample proportion of respondents (as a % to two decimal places) in favour of the reforms, if there is no (theoritacal) lower bour type it in the box
4. Determine the upper boundary of the region of non-rejection in terms of the sample propotion of respondents (as a % to two decimal places) in favour of the reforms, if there is no (theoritacal) upper bound, type gt in the box
5. if 154 of the survey participants indicated support for the reforms, his the null hypothesis rejected for this test? type yes or no
6. Disregarding your answer for 5, if the null hypothesis was rejected, could the association claim that the health Minister's assertion is incorrect at the 2% level of significance?