00:01
Good day everyone.
00:03
So here we have our solutions.
00:06
So for part a, basically we have the summation of your g2 minus.
00:18
So we have summation of g raised to the power of 2 divided by n.
00:24
This will be equal to 11 ,578 minus 412 raised to the power of 2 divided by 15.
00:29
So this would be equal to 11 ,578 minus 412 raised to the power of 2 divided by 15.
00:33
So this would be equal to 261 .7333.
00:40
Okay, next part is we have, basically this is our sst.
00:47
So here we have to identify what would be our ss between.
00:54
So we have summation of g1 raised to the power of 2, divide n1, plus we have summation g2 raised to the part of 2, divide divide n2 plus summation g3 raised to the power of 2 divide n3.
01:15
So this would be equal to 567 plus 541 over 6 plus 518 over 6 plus we have 472 raised the power of 2 divided by 6.
01:40
Minus 2098, raise the power of 2 divided by 24.
01:44
So this would be equal to 812 .83.
01:53
The next one is we need to identify what would be the ss within.
01:59
So therefore our ss within, we just need to subtract sss -t minus ss between.
02:07
So we have equal to 67 .2.
02:11
Now, for this part, we need to identify our ms.
02:17
So ms between, that is equals to ss between, divide, divide, df between.
02:31
That would be equal to 97 .2667...