In: Statistics and Probability
n 1990, the average student at a large university in the south smokes 8.3 cigarettes per day. Due to recent efforts and policy implementations related to smoking, a director of the student health center wishes to determine whether the incidence of cigarette smoking has decreased. She selects 30 students randomly and found a mean of 7.6 with a standard deviation of 1. Use the .10 level of significance to answer the research question.
Null and Alternative Hypothesis - H0: ?>8.3; H1: ?<8.3
Test Statistic -3.83
Critical Value -1.31
4. What decision should be made about the null hypothesis?
a. |
There is insufficient evidence to indicate that the alternative hypothesis is true. |
|
b. |
Reject the alternative hypothesis |
|
c. |
Reject the null hypothesis b/c |t|>|t*| |
|
d. |
reject the null hypothesis |
In 1990, the average student at a large university in the south smokes 8.3 cigarettes per day. Due to recent efforts and policy implementations related to smoking, a director of the student health center wishes to determine whether the incidence of cigarette smoking has decreased. She selects 30 students randomly and found a mean of 7.6 with a standard deviation of 1. Use the .10 level of significance to answer the research question.
4. What decision should be made about the null hypothesis?
a. |
There is insufficient evidence to indicate that the alternative hypothesis is true. |
|
b. |
Reject the alternative hypothesis |
|
c. |
Reject the null hypothesis b/c |t|>|t*| |
|
d. |
reject the null hypothesis |
6. What final conclusion can be made within the context of this example?
a. |
There is insufficient evidence to indicate that cigarette smoking has decreased. |
|
b. |
There is sufficient evidence to indicate that cigarette smoking has decreased. |
|
c. |
Because |t|>|t*|, there is sufficient evidence to indicate that cigarette smoking has decreased. |
|
d. |
There is sufficient evidence to indicate that cigarette smoking has not changed. |