00:01
So for this problem, it seems like you have everything right except for that compute the value of the kai squared test statistic part.
00:08
So the way that we do this is we'll first want to find the total across each row.
00:13
So we'd have 29 plus 22, it's 51, 95 plus 121, gives 216, and 518 plus 135 gives 653.
00:30
And then what we want to do is, one moment here, what we want to do is we multiply the row total by the column total and then divide by the number of observations.
00:49
So we also want to find our column totals, pardon me.
00:53
So 29 plus 95 plus 518 gives us 642, and then 22 plus 121 plus 135 gives us a result of 278.
01:05
So i'll just write the results here as a new little table.
01:12
So i'll also note that when we add everything up, the overall total number of observations is 920.
01:21
So we'd have 51 times 642 over 920.
01:31
I'll take that as a value.
01:34
So we'd expect 35 .59.
01:37
Then we'd have 51 times 278 over 920.
01:46
It would be 15 .4...