Solution:The mean deviation is defined as a statistical measure that is used to calculate the average deviation from the mean value of the given data set.
The mean deviation of the data values can be easily calculated using the below procedure.
• Step 1: Find the mean value for the given data values
• Step 2: Now, subtract the mean value from each of the data values given (Note: Ignore the minus symbol)
• Step 3: Now, find the mean of those values obtained in step 2.
Mean Deviation is the mean of all the absolute deviations of a set of data, whereas Quartile deviation is the difference between "first and third quartiles" in any distribution. Thus. Mean deviation is a better measure of dispersion than the quartile deviation.