Home > Statistics > Ungrouped data > Mean deviation, Coefficient of Mean deviation for ungrouped data example

Mean deviation, Coefficient of Mean deviation for ungrouped data Example-3 ( Enter your problem )
  1. Formula & Example-1
  2. Example-2
  3. Example-3
  4. Example-4

3. Example-3





3. Calculate Mean deviation, Coefficient of M.D. from the following data
`73,70,71,73,68,67,69,72,76,71`


Solution:
Mean deviation :
Mean `bar x=(sum x)/n`

`=(73+70+71+73+68+67+69+72+76+71)/10`

`=710/10`

`=71`

`x``|x - bar x| = |x - 71|`
732
701
710
732
683
674
692
721
765
710
------
`710``20`


Mean deviation of Mean
`delta bar x = (sum |x - bar x|)/n`

`delta bar x = 20/10`

`delta bar x = 2`


Coefficient of Mean deviation `=(delta bar x)/(bar x)`

`=2/71`

`=0.0282`








This material is intended as a summary. Use your textbook for detail explanation.
Any bug, improvement, feedback then Submit Here





Share this solution or page with your friends.
 
 
Copyright © 2026. All rights reserved. Terms, Privacy
 
 

.