00:01
Hello students, for the given anova table we have to find f statistics.
00:06
Source, sum of squares, degrees of freedom, mean sum of squares and f statistics.
00:14
Then first source is the treatment.
00:18
Treatment and sum of square is 744 and degrees of freedom are 4.
00:24
Second is error and sum of square is 751 .5 and degrees of freedom are 15.
00:33
And total sum of square is equal to 1495 .5 and degrees of freedom are 90.
00:41
Then we have to calculate these f statistics.
00:43
Then we know that mean sum of squares is equal to sum of square upon degrees of freedom.
00:50
If we have to calculate mean sum of squares of treatment then is equal to sum of squares of treatment divided by degrees of freedom.
01:02
Corresponding degrees of freedom which is equal to 4.
01:05
And mean sum of squares of error is equal to sum of squares of error divided by degrees of freedom corresponding degrees of freedom which is 15...