Respuesta :
The quadratic model is appropriate, because it based on the scatter plot and p-value of the regression, the change in y for one unit change in x is 70.378 and Proportion of variation explain by the model is 0.8947.
In the given question we have given a scatter plot of y is given below and a Scatter plot of y, linear model and quadratice model.
(a) We have to choose the model that we feel is appropriate for the data.
The quadratic model is appropriate, because it based on the scatter plot and p-value of the regression that is less than quadratic model in the analysis of variance.
(b) Using our chosen model, we have to find the change in y for one unit change in x.
As there is change in one unit in x.
The change in y
y=84.48 -15.87*1+1.768*1*1
y=70.378
(c) We have to find the proportion of variation explained by the model.
Proportion of variation explain by the model=(Regression SS)/(Total SS)
Proportion of variation explain by the model=525.11/586.88
Proportion of variation explain by the model=0.8947
To learn more about proportion of variance link is here
brainly.com/question/28274784
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The write question is given below:

