00:01
In this situation, they give us the actual sales of three brands, four brands.
00:05
And they want to know the kai squared because they were expecting it to be five, the ratios to be to five to three to one to one.
00:13
So one thing we can do that here is find, let's put the ratios here that we were expecting.
00:20
The ratios were, put them here, ratios were three, five, to three, to one, to one.
00:31
Now, let's total both.
00:33
Just to because what we're going to do is what we're going to find the expected values of each one, the expected values of each one.
00:40
So we're going to add both columns.
00:43
So here they add to 200 and these add to 10.
00:47
So what we're going to do is now we're going to calculate the expected values for each of the brands.
00:53
So the brand a here was supposed to sell 5 out of 10, which is 50%, half.
00:59
So we were expecting a value of half of 200.
01:03
That is 100.
01:06
Here we were expecting 3 out of 10, 3 divided by 10 .3 times 200.
01:11
We were expecting 60.
01:14
And here we're expecting 10%, which is 20 and 20...