In Chapters 4 and 6 weve seen data from the Hopkins Forest Heres a regression that models the maximum daily wind speed in terms of the average temperature and precipitation a) Write the regression model b) What is the interpretation of the coefficient of Precip Here is the partial regression plot for the coefficient of Precip in the regression c) What is the slope of the least squares regression line in the partial regression plot d) The point plotted with an x is for 8 28 2011the date of Hurricane Irene If we were to remove it from the data, what would happen to the coefficient of Precip Response variable is Max wind (mph) R squared 9 0 s 6 815 Variable Intercept Avg Temp (F) Precip Coefficient 22 1975 0 113310 2 01300

Question: In Chapters 4 and 6 weve seen data from the Hopkins Forest. Heres a regression that models the maximum daily wind speed in terms of

In Chapters 4 and 6 we’ve seen data from the Hopkins Forest. Here’s a regression that models the maximum daily wind speed in terms of the average temperature and precipitation:

Response variable is: Max wind (mph) R-squared = 9.0% s = 6.815

a) Write the regression model.
b) What is the interpretation of the coefficient of Precip?
Here is the partial regression plot for the coefficient of Precip in the regression:

Variable Intercept Avg. Temp (F) Precip Coefficient 22.1975 -0.113310 2.01300

c) What is the slope of the least squares regression line in the partial regression plot?
d) The point plotted with an “x” is for 8/28/2011—the date of Hurricane Irene. If we were to remove it from the data, what would happen to the coefficient of Precip?

Response variable is: Max wind (mph) R-squared = 9.0% s = 6.815 Variable Intercept Avg. Temp (F) Precip Coefficient 22.1975 -0.113310 2.01300

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