Test whether there is an association between a person's educational attainment and how much television they watch. Use the GSS08 data set to perform an ANOVA on respondents' highest educational degree (DEGREE) and the hours per day they watch television (TVHOURS). GGSS08 data is attached. Answer prediction. Do not answer the questions, "According to the Tukey test, which categories have means that are significantly different from the means of those with a high school degree?" "On the basis of these data, would you say that education is associated with the amount of TV people watch? What could explain this relationship? Information is there

Instead, provide and do the 5 steps of the hypothesis which are below, and follow the format.

Please do the 5 steps of the hypothesis, which are. Pictures are attached. Analysis was done in 2008

And at the end answer the questions, follow the 5 steps of the hypothesis, and provide an interpretation from the example below. All information is below!!!!

5 Steps of Hypothesis

1. Null Hypothesis: Ex. There is no difference in the mean age at which individuals have their first child for any education level.

Research Hypothesis: Ex. There is a difference in the mean age at which individuals have their first child for at least two education level groups.

2. Set alpha/level of risk - P< .05

3. Select statistic: F-test/One-way ANOVA with a Post-hoc analysis b/c Age at first child is continuous and education by degree level is categorical with 3 or more categories.

4. Make a decision based on Sig. lvl. (p-value)

If p<.05, reject the null hypothesis of no difference/no relationship

p=.000, so reject the null

5. Interpretation:

Ex. In 2008, there was a statistically significant relationship between the age at which U.S. adults had their first child and educational attainment (F(4,1484) =88.558, p=.000).

Ex. Or... In 2008, there was a statistically significant difference in the average age U.S. adults had their first child depending on their education level (F(4,1484) =88.558, p=.000).