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Use the Following Regression Equation Regarding Car Mileage for Following

Question 22

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Use the following regression equation regarding car mileage for following questions . Use the following regression equation regarding car mileage for following questions .   Note that City is the estimated miles per gallon (mpg)  a car gets while driving on city streets, and Highway is the estimated miles per gallon (mpg)  a car gets while driving on highways. -Interpret the slope in the context of the data. A) The slope is 0.892.For every additional mpg a car gets in the city, its highway mpg is predicted to increase by 0.892. B) The slope is 1.337.For every additional mpg a car gets in the city, its highway mpg is predicted to increase by 1.337. C) The slope is 0.892.If a car gets 0 mpg in the city, it will get 0.892 mpg on the highway. D) The slope is 1.337.If a car gets 0 mpg in the city, it will get 1.337 mpg on the highway. Note that City is the estimated miles per gallon (mpg) a car gets while driving on city streets, and
Highway is the estimated miles per gallon (mpg) a car gets while driving on highways.
-Interpret the slope in the context of the data.


A) The slope is 0.892.For every additional mpg a car gets in the city, its highway mpg is predicted to increase by 0.892.
B) The slope is 1.337.For every additional mpg a car gets in the city, its highway mpg is predicted to increase by 1.337.
C) The slope is 0.892.If a car gets 0 mpg in the city, it will get 0.892 mpg on the highway.
D) The slope is 1.337.If a car gets 0 mpg in the city, it will get 1.337 mpg on the highway.

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