Consider the following statements :
(1) Measures of dispersion Range,Quartile deviation, mean deviation, variance, standard deviation are measures of dispersion
Range = Maximum value - minimum values
(2) Mean deviation for ungrouped data
M.D. $(\bar{x}) = \frac{\sum | x_i - \bar{x} |}{n}$
M.D. $(M) = \frac{\sum | x_i - M |}{n}$
(3) Mean deviation for grouped data
M.D. $(\bar{x}) = \frac{\sum \, f_i| x_i - \bar{x} |}{N}$
M.D. $(M) = \frac{\sum \, f_i | x_i - M |}{N}$
where $N = \sum \, f_i$
which of the above statements are true?