00:01
Hello everyone, these are the values we got for between treatments factor a, factor b and within treatments and these are the total values.
00:09
Using them if we solve now in the a part, factor a dfa is 2 minus 1 which is 1 and for factor b, dfb is 3 minus 1 which is 2.
00:30
And it is given that msa is equal to 0 .111 and msb is equals to 2 .334.
00:46
So ssa is equal to msa multiplied by dfa which is 0 .111 this is ssa and ssa multiplied by dfa which is 0 .111 this is ssa and ssa.
01:06
Ssb is equal to msb multiplied by dfb, which is 4 .6668.
01:20
This is the answer for the a part.
01:24
Now coming to the b part, ss total is equals to ss between plus ss within.
01:39
And we have these values in the table.
01:41
Ss between is 5 .667 but we don't have ss within so we need to find out ss within and we have ss total that is 11 minus 5 .6667 so ss within we will get 5 .3333 this is the answer for the b part now in the c part df of interested interaction effect, df of a multiplied by b is equals to df a multiplied by df b, that is 1 multiplied by 2, which is 2.
02:33
Now df within is equal to a b multiplied by n minus 1, which is 6 multiplied by 6 minus 1.
02:48
We will get 30.
02:51
This is the answer for the c part.
02:56
Now in the d part, we know ms, we depend out msa into b, and that is equals to ssa into b divided by tfa a multiplied by v, and this is 0 .8890 divided by 2, and we will get 0 .4445...