2. Examine the relationship between harvested acres: (a) Create a scatterplot with harvested acres as the explanatory variable and production as the predicted variable. (b) Explain why it is appropriate to use a linear model for this data. (c) Compute the equation of the least-squares regression line. (d) Suppose a county harvests 1200 acres of grapes. Predict how much wine they will produce. (e) What percentage of variability in wine production is explained by the linear model?