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Using the artofstat.com website, click on web apps, permutation test.you should be on the tab at the top of the screen that says data entry and descriptive stats. make sure that it is selected. we are going to enter the data to run a permutation test to see if there is a difference in the mean amount of time spent on emails per day between in state and out of state students.
First select "Enter Your Own Observations".
Under Name of Group 1 enter: In state Students
Under Name of Group 2 enter: Out of state students.
Under Name of Response Variable enter time.
Enter the below data under the heading "Enter observations for each group, separated by spaces, or copy & paste from spreadsheet."
Group 1: In state students: 2 3 3 6 2 1 1 5 3 2.5
Group 2: Out of state students: 1 2 2 1 2 1 4 3 9 1 1 5 4 1
Click the tab at the top of the screen that says "Permutation Distribution"
Make sure that the option "Select Test Statistics" says "Difference of sample means"
Select number of permutations to be equal to 10,000. Then, click on Generate Permutations.
Make sure that the correct alternative hypothesis is selected
What is the p-value? (It is listed on the bottom of the page.)
a. 0.66
b. 0.70
c. 0.68
d. 0.35

Respuesta :

Option C, To determine if there is a difference between state & out-of-state students in the mean daily time spent on emails, the p-value is 0.68.

The p-value again for the permutation test is 0.68 based on the supplied data and the methods that were outlined. This suggests that the chance of detecting a difference in means as great as or larger than the one found in the sample is 0.68 if there is no variation in the average duration of time spent on emails per day comparing in-state and out-of-state students.

It's vital to understand that the p-value, which measures the probability of witnessing the observed findings or more extreme outcomes under the premise that the null hypothesis is true, rather than the strength of the evidence supporting the alternative hypothesis. The p-value should be compared to a predetermined significance threshold, and the test findings must be evaluated in light of the research issue being addressed, to conclude the data as well as the hypotheses being tested.

Learn more about the permutation at

https://brainly.com/question/29855401?referrer=searchResults

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