In a random sample of 110 voters, the proportion of voters in favor of a bond issue is 0.8. Let p = proportion of all voters who are in favor of the bond issue. (1) Test H0:p≤0.65 against H1:p>0.65....


In a random sample of 110 voters, the proportion of voters in favor of a bond issue is 0.8. Let p = proportion of all voters who are in favor of the bond issue.

(1)    Test H0:p≤0.65 against H1:p>0.65. Use α=0.05.


The test statistic is


The critical value is

The final conclustion is




A.
There is not sufficient evidence to reject the null hypothesis that p≤0.65.


B.
We can reject the null hypothesis that p≤0.65 and accept that p>0.65.



(2)    Test H0:p≥0.5 against H1:p<0.5. use="" α="">


The test statistic is


The critical value is

The final conclustion is




A.
There is not sufficient evidence to reject the null hypothesis that p≥0.5.


B.
We can reject the null hypothesis that p≥0.5 and accept that p<>



(3)    Test H0:p=0.55 against H1:p≠0.55. Use α=0.01.


The test statistic is


The positive critical value is


The negative critical value is

The final conclustion is




A.
We can reject the null hypothesis that p=0.55 and accept that p≠0.55.


B.
There is not sufficient evidence to reject the null hypothesis that p=0.55.



Jun 02, 2022
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