Two athletes recorded their scores for each game during the last season. The line plots below show the scores for each athlete. (a) The mean for Player A is 7 points, and the mean for Player B is 10 points. Find the distance between the means of Player A and Player B.

(b) Find the mean absolute deviation (MAD) for each player.
MAD for player a:
MAD for player b:
(c) Fill in the blank below to express the distance between the means as a multiple of the MAD of either data set.
Distance between the mads = *blank* times the MAD
(d) Look at the degree of overlap between the data sets.
Also look at your answer from part (c).
Then choose one of these options from below:

1. There is a complete overlap and the distance between the means is .

2. There is a complete overlap and the distance between the means is greater than times the MAD.

3. There is some overlap and the distance between the means is between times the MAD and times the MAD.

4. There is some overlap and the distance between the means is between and times the MAD.

5. There is no overlap and the distance between the means is greater than times the MAD.

6. There is no overlap and the distance between the means is between times the MAD and times the MAD.