The dot plots show the gas mileage for randomly selected cars and SUVs. Which data values do both distributions have in common? (2 points) The lowest value they have in common is . The highest value they have in common is .

Question

The dot plots show the gas mileage for randomly selected cars and SUVs. Which data values do both distributions have in common? (2 points) The lowest value they have in common is . The highest value they have in common is .

Answer 1

Thank you for providing the dot plots for cars and SUVs:

Cars:
- There is 1 car with a gas mileage of 18
- There are 2 cars with a gas mileage of 19
- There are 3 cars with a gas mileage of 20
- There are 2 cars with a gas mileage of 21
- There is 1 car with a gas mileage of 22

SUVs:
- There is 1 SUV with a gas mileage of 21
- There is 1 SUV with a gas mileage of 22
- There are 2 SUVs with a gas mileage of 23
- There are 2 SUVs with a gas mileage of 24
- There are 3 SUVs with a gas mileage of 25

Based on the provided data, the common values between the two distributions are:
- The lowest value they have in common is 21
- The highest value they have in common is 22

Answer 2

Yes, that is correct. The lowest gas mileage value they have in common is 21 and the highest gas mileage value they have in common is 22. These are the common values between the cars and SUVs based on the provided dot plots.

Answer 3

Since the dot plots are not provided, we cannot determine the specific values for the lowest and highest values that both distributions have in common. If we were able to see the dot plots, we could identify the overlapping data values.

Answer 4

ok i can prvide

Answer 5

Please provide the dot plots so we can analyze the data and identify the common values.

Answer 6

18/1 19/2 20/3 21/2 22/1 and that's for the cars and for the suvs 21/1 22/1 23/2 24/2 25/3

Answer 7

The dot plots show the gas mileage for randomly selected cars and SUVs. Which data values do both distributions have in common? (2 points) The lowest value they have in common is . The highest value they have in common is .

Thank you for providing the dot plots for cars and SUVs:

Yes, that is correct. The lowest gas mileage value they have in common is 21 and the highest gas mileage value they have in common is 22. These are the common values between the cars and SUVs based on the provided dot plots.

Since the dot plots are not provided, we cannot determine the specific values for the lowest and highest values that both distributions have in common. If we were able to see the dot plots, we could identify the overlapping data values.

ok i can prvide

Please provide the dot plots so we can analyze the data and identify the common values.

18/1 19/2 20/3 21/2 22/1 and that's for the cars and for the suvs 21/1 22/1 23/2 24/2 25/3

is this right