The first test that I conducted included age. Since age in a continuous variable, as opposed to discrete, the mean of 32 was the cut-off to create 2 groups. I first sorted the data by "age" and labeled 32 and above as "Age High" and 30 and below as "Age Low." I then used the two groups to determine if age had any statistical significance on quiz scores, discussion posts and Millineal score. To conduct the test, I clicked on tools then Data Analysis. From there, I chose "t-Test: 2 Sample Assuming Equal Variances" and entered the the appropriate information by highlighting for score, then discussion posts, and finally Millenial Score. I then repeated the tests sorting by gender, teaching, and browser. My tests are as follows:
The statistical significance is shown with an asteric with a P value less than .05.
For the last assignment my questions are as follows:
Question 1
- Dependent variable - Age
- Independent variable - Quiz score
What is the relationship between non-traditional students (35 and above) and quiz scores?
- Hypothesis - Non-traditional students (age 32 and above) score higher scores on quizzes.
- Null Hypothesis - Age has no effect on quiz scores.
Question 2
- Dependent variable - gender
- Independent variable - Millenial score
What is the relationship between gender and Millenial score?
- Hypothesis - Females have a higher Millenial score.
- Null hypothesis - Gender has no effect on Millenial scores.
The ISTE NETS T standard that relates to this assignment is number three. Teachers should be able to create and/or conduct research and analyze data for the betterment of students.
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