00:01
Well, playing m &ms happen to be my favorite candy.
00:04
I always have huge containers of them at my house.
00:09
And so therefore i have to exercise a lot because i eat them.
00:14
And we have our observed values, and i'm not going to list down the colors here, but we have six different colors.
00:21
And we have a sample of 500 from each of those colors.
00:25
And the first one, i think it was brown, 175, followed by 135, followed by 80, and then there was 40 and 40 and 30.
00:42
And i verified that those did add up to 500.
00:45
And then we had our expected percents that were given by the mars company.
00:51
And they say that while we have 30 percent here, we have, i'll just write the percent's down.
00:57
We have 20 and 20 and then the last ones are all 10.
01:05
That's what they claim.
01:07
And so we would anticipate the expected values of these to be 30 % of 500 and so on.
01:17
And so i have this data in my calculator, 500 times that list.
01:24
And so we know it's not hard to go 30 % of that anyway to find out that that's 150.
01:31
Now each of these is going to be 100 and each of these is going to be 50.
01:38
And so we want to perform a kai squared goodness of fit test.
01:41
So first of all, let's make our hypotheses.
01:43
And we're going to say that the mars distribution is being followed.
01:58
And alternately that the distribution, the mars distribution is not being followed is, and that's being, is not.
02:08
Followed...