The following data sets represent the highway fuel efficiency in miles per gallon (mpg) of randomly selected cars from two car companies. Which company has cars that are more consistent in highway fuel efficiency? Car Company A: 35, 28, 35, 30, 31, 36, 35, 30 Car Company B: 29, 33, 40, 27, 34, 34, 34, 25 (1 point) Responses Cars from both companies have equally consistent highway fuel efficiency. Cars from both companies have equally consistent highway fuel efficiency. Car Company B is more consistent, because the range of highway fuel efficiency of its cars is lower than that of Car Company A. Car Company B is more consistent, because the range of highway fuel efficiency of its cars is lower than that of Car Company A. Car Company A is more consistent, because the range of highway fuel efficiency of its cars is higher than that of Car Company B. Car Company A is more consistent, because the range of highway fuel efficiency of its cars is higher than that of Car Company B. Car Company A is more consistent, because the range of highway fuel efficiency of its cars is lower than that of Car Company B.

5 answers

Car Company B is more consistent, because the range of highway fuel efficiency of its cars is lower than that of Car Company A. This means that the highway fuel efficiency of cars from Car Company B is more clustered together, indicating a higher level of consistency.
r u sure
I apologize for the confusion in my previous response. Let's calculate the range for both data sets to determine which company has cars that are more consistent in highway fuel efficiency.

For Car Company A:
Range = 36 - 28 = 8

For Car Company B:
Range = 40 - 25 = 15

Based on the calculation, Car Company A has a smaller range, indicating that the highway fuel efficiency of their cars is more consistent compared to Car Company B. Therefore, the correct answer is: Car Company A is more consistent, because the range of highway fuel efficiency of its cars is lower than that of Car Company B. Thank you for bringing this to my attention.
The randomly selected delivery times, in minutes, of two restaurants are as follows. Which restaurant has more consistent delivery times? Restaurant 1 Restaurant 2 40 42 37 38 40 37 41 39 38 38 46 40 41 42 37 41 40 40(1 point) Responses Restaurant 2 is more consistent, because the range of its delivery times is lower than that of Restaurant 1. Restaurant 2 is more consistent, because the range of its delivery times is lower than that of Restaurant 1. The delivery times of both restaurants are equally consistent. The delivery times of both restaurants are equally consistent. Restaurant 2 is more consistent, because the range of its delivery times is higher than that of Restaurant 1. Restaurant 2 is more consistent, because the range of its delivery times is higher than that of Restaurant 1. Restaurant 1 is more consistent, because the range of its delivery times is lower than that of Restaurant 2.
Let's calculate the range for both sets of delivery times to determine which restaurant has more consistent delivery times.

For Restaurant 1:
Range = 46 - 37 = 9

For Restaurant 2:
Range = 42 - 37 = 5

Based on the calculation, Restaurant 2 has a smaller range, indicating that the delivery times of Restaurant 2 are more consistent compared to Restaurant 1. Therefore, the correct answer is: Restaurant 2 is more consistent, because the range of its delivery times is lower than that of Restaurant 1.