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The data show the football scores of two teams over 6 games.


Team 1: {38, 40, 41, 41, 42, 44}
Team 2: {28, 30, 58, 41, 57, 32}


What does the mean absolute deviation (MAD) of the two data sets tell you about the football scores?


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The MAD for Team 2 is the MAD for Team 1, which means the scores for Team 2 vary the scores for Team 1.

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MrEquation
Answer: The MAD tells us that the scores for Team 2 vary much more than the scores for Team 1.

For both teams, the average is 41. However, by looking at the scores for Team 1, we see they are generally closer to the mean than the scores for Team 2.

The MAD shows us this. By taking the average of the absolute values of the difference from the mean of each team, we get a MAD of about 1.3 for Team 1. And we get a MAD of 11 for Team 2.

The Team 1 scores are closes to the mean than Team 2.
Cutiepancakes123

Answer:

Greater than , more than

Step-by-step explanation:

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