Asked by Mallory Sheets on Apr 25, 2024

Do heavier cars use more gasoline? To answer this question,a researcher randomly selected 15 cars.He collected their weight (in hundreds of pounds) and the mileage (MPG) for each car.From a scatter plot made with the data,a linear model seemed appropriate.The following output was obtained from SPSS: Do heavier cars use more gasoline? To answer this question,a researcher randomly selected 15 cars.He collected their weight (in hundreds of pounds) and the mileage (MPG) for each car.From a scatter plot made with the data,a linear model seemed appropriate.The following output was obtained from SPSS:     Which of the following descriptions of the value of the slope is the correct description? A) We cannot interpret the slope because we cannot have a negative weight of a car. B) We estimate the mileage to decrease by 0.521 miles per gallon when the weight of a car increases by 1 pound. C) We estimate the mileage to decrease by 0.521 miles per gallon when the weight of a car increases by 100 pounds. D) We estimate the mileage to decrease by 52.1 miles per gallon when the weight of a car increases by 100 pounds. Do heavier cars use more gasoline? To answer this question,a researcher randomly selected 15 cars.He collected their weight (in hundreds of pounds) and the mileage (MPG) for each car.From a scatter plot made with the data,a linear model seemed appropriate.The following output was obtained from SPSS:     Which of the following descriptions of the value of the slope is the correct description? A) We cannot interpret the slope because we cannot have a negative weight of a car. B) We estimate the mileage to decrease by 0.521 miles per gallon when the weight of a car increases by 1 pound. C) We estimate the mileage to decrease by 0.521 miles per gallon when the weight of a car increases by 100 pounds. D) We estimate the mileage to decrease by 52.1 miles per gallon when the weight of a car increases by 100 pounds. Which of the following descriptions of the value of the slope is the correct description?

A) We cannot interpret the slope because we cannot have a negative weight of a car.
B) We estimate the mileage to decrease by 0.521 miles per gallon when the weight of a car increases by 1 pound.
C) We estimate the mileage to decrease by 0.521 miles per gallon when the weight of a car increases by 100 pounds.
D) We estimate the mileage to decrease by 52.1 miles per gallon when the weight of a car increases by 100 pounds.

Mileage

Indicates the distance that a vehicle can travel per unit of fuel.

Slope

A measure of the steepness or incline of a line, indicating the rate at which one variable changes with respect to another.

Weight Of A Car

The total mass of a vehicle, typically measured in pounds or kilograms, which can affect its performance, fuel efficiency, and handling.

  • Decode and comprehend the elements of slope and intercept pertaining to a regression line.