Answer:
The average distance from the mean is:
$ 7.2
Explanation:
We are given data points as:
$7, $20 , $9 , $35 , $12 , $15 , $7 , $10 , $20 , $25 , $7 , $20 , $9 , $35 , $12 , $15 , $7 , $10 , $20 , $25
The mean of the data set is:
![Mean=(7+20+9+35+12+15+7+10+20+25+7+20+9+35+12+15+7+10+20+25)/(20)\\\\\\Mean=(320)/(20)\\\\\\Mean=16]()
Now we are asked to find the average distance from the mean or MAD of the data.
The absolute difference of each data point from mean is calculated as follows:
|7-16|=9
|20-16|=4
|9-16|=7
|35-16|=19
|12-16|=4
|15-16|=1
|7-16|=9
|10-16|=6
|20-16|=4
|25-16|=9
|7-16|=9
|20-16|=4
|9-16|=7
|35-16|=19
|12-16|=4
|15-16|=1
|7-16|=9
|10-16|=6
|20-16|=4
|25-16|=9
Hence, the mean of these absolute difference is calculated by:

Hence, the answer is:
$ 7.2