The following data were obtained from a two-factor independent-measures experiment with n = 5 participants in each treatment condition. The dependent variable is the use of a social network application on a cell phone.

	Small Town	Medium City	Large City
Low Anxiety	M = 9 T = 45 SS = 26	M = 6 T = 30 SS = 28	M = 3 T = 15 SS = 18
High Anxiety	M = 1 T = 5 SS = 20	M = 4 T = 20 SS = 20	M = 1 T = 5 SS = 8

1. State the hypotheses for each of the three separate tests included in the two-factor ANOVA.
2. Draw a graph which would illustrate what means are being tested for each of the null hypotheses.
3. Calculate the degrees of freedom and state the critical value of F for each of the three tests.
4. Calculate the three F-ratios and state a conclusion for each test.
5. 5) State what the next steps would be given the results you have concluded.
6. Write a summary of your results.