How do I explain the importance of the intercept?
How do I explain the significance of 'F'?
How do I explain the p-value?
My null hypotheses is that the higher cost average annual cost will result in a higher rate of graduation and salary. Would I reject the hypotheses?
Here Graduation rate (GR) and Salary after attending (SA) are the predictor variables and Average annual cost (AAC) is the response variable
The regression equation is AAC = -2843.908 + 2626.545 GR + 0.3572 SA
(a) The intercept is -2843.908 and is the AAC when both GR and SA are 0. The intercept has no practical meaning in the present context.
(b) F (critical) for df = (2, 13) and α = 0.05 is 3.8056
Since the test F value (7.062) > F critical, the result is significant. This means at least one of the two predictor variables has a significant influence on the response variable.
(c) p- value (0.0084) < 0.05, which again means the result is significant. This means at least one of the two predictor variables has a significant influence on the response variable.
(d) The null hypothesis is to be rejected and the alternative hypothesis accepted.
How do I explain the importance of the intercept? How do I explain the significance of...
The instructor has also asked me for more 'RAW' data but Iam
unsure exactly where I would go about finding that and wants at
least 10 cases per independant variable and needs a much larger
number.
I have attached the regression data that I did via excel. What I
am having trouble with is explaining the following:
Where should I look to gather raw data?
What are the major results?
What insights do the graphs provide?
What is the importance...