00:01
Hello students, as per the given question, we need to find the degrees of freedom for treatment and for also error.
00:10
So, let us first write down the formula that is sum of squares due to treatment by degrees of freedom gives mean sum of squares of treatment.
00:22
So, we have this value and this value, we need to find the degrees of freedom.
00:27
So, from this, we get that degrees of freedom is equals to sum of squares due to treatment by mean sum of squares due to treatment gives degrees of freedom.
00:37
So, let us substitute the values, so that we get 654 by 218, which gives the degrees of freedom as 3.
00:49
And coming to the degrees of freedom of error, so for this error, it goes the same where sum of squares of error by degrees of freedom is equals to mean sum of squares of error.
01:07
So, we have to find the degrees of freedom for error...