|
|
|
|
|
|
|
|
|
|
Solution
|
Solution provided by AtoZmath.com
|
|
|
|
Octile calculator for ungrouped data
|
 1. 85,96,76,108,85,80,100,85,70,95
2. 3,13,11,11,5,4,2
3. 3,23,13,11,15,3,5,4,2
4. 69,66,67,69,64,63,65,68,72
5. 4,14,12,16,6,3,1,2,3
6. 73,70,71,73,68,67,69,72,76,71
7. 10,50,30,20,10,20,70,30
|
Example1. Calculate Octile-5 from the following data
`85,96,76,108,85,80,100,85,70,95`
Solution:
Arranging Observations in the ascending order, We get :
`70,76,80,85,85,85,95,96,100,108`
Here, `n=10`
`"Octile"_5 = ((5(n+1))/8)^(th)` value of the observation
`=((5*11)/8)^(th)` value of the observation
`=(6.875)^(th)` value of the observation
`=6^(th)` observation `+0.875[7^(th)-6^(th)]`
`=85+0.875[95-85]`
`=85+0.875(10)`
`=85+8.75`
`=93.75`
|
|
|
|
|
|
|
|
