) Individuals were randomly assigned to 3 different online games. The mean hours/week spent on each of the three games are listed below: FinalFantasy 33 30 28 29 Online Games (mean hours per week) DragonQuest 33 35 30 38 Ragnarok 28 36 30 34 a. Fill out the ANOVA table Sources of Variation SS DF Mean Square F Treatment Error Total b. Use 75% confidence level to test for differences among happiness levels for the three types of browsers. Follow the steps for hypothesis testing. c. Now, this time apply the critical value approach only, given a .025 level of significance. What is your conclusion?

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
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Chapter1: Starting With Matlab
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) Individuals were randomly assigned to 3 different online games. The mean hours/week spent on each of the three
games are listed below:
Online Games (mean hours per week)
Ragnarok
28
FinalFantasy
DragonQuest
33
33
30
28
35
30
36
30
29
38
34
a. Fill out the ANOVA table
Sources of Variation
DF
Mean Square
F
Treatment
Error
Total
b. Use 75% confidence level to test for differences among happiness levels for the three types of browsers. Follow the
steps for hypothesis testing.
c. Now, this time apply the critical value approach only, given a .025 level of significance. What is your conclusion?
с.
Transcribed Image Text:) Individuals were randomly assigned to 3 different online games. The mean hours/week spent on each of the three games are listed below: Online Games (mean hours per week) Ragnarok 28 FinalFantasy DragonQuest 33 33 30 28 35 30 36 30 29 38 34 a. Fill out the ANOVA table Sources of Variation DF Mean Square F Treatment Error Total b. Use 75% confidence level to test for differences among happiness levels for the three types of browsers. Follow the steps for hypothesis testing. c. Now, this time apply the critical value approach only, given a .025 level of significance. What is your conclusion? с.
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