00:01
Sorry, i am not on my record.
00:03
I write everything.
00:04
So, here how we calculate the anova.
00:08
So, first we calculate the anova.
00:10
There is some parts.
00:12
The overall mean attendance, the overall mean attendance, this one.
00:18
And the overall mean attendance, the formula is total attendance divided by total number of teams.
00:24
So, putting all the values and divided by 14.
00:27
So, the second one is the between the group of sum of squares.
00:32
Between the group, the sum of squares.
00:35
Ssb is the sum of ng, xj and x bar square.
00:41
So, number of team of deviants ng.
00:43
So, which is ssw is equal to sum of attendance minus xj.
00:51
In the third part, we calculate the degree of freedom for the between the group and within the group, degree of freedom.
01:03
So, d is for degree, f is the freedom, b is the between the group and dfw within the group.
01:09
Number of deviant minus 1.
01:11
And within the group, total number of team minus number of deviants...