00:01
All right.
00:01
So in this problem we are given some data um were given the mean and the median and the um 1st and 3rd quarter miles.
00:10
Um so we can kind of see what about what our um distribution is going to look like in terms of determining the shape of our distribution.
00:23
The first thing i would look at here is we can see that the mean is greater than the median.
00:30
All right.
00:31
Now, in terms of our density curve, what that's gonna kind of look like because it's gonna look like this because the mean being larger means that there's going to be some sort of outside number pulling the mean to the right and then the media is going to be sort of on the downward slope here.
00:48
Okay.
00:49
That means we probably have some outliers to the right that are pulling things the bean making the mean a little bit larger, whereas the median is resistant to outliers.
00:57
So here's 50% of our data and here's 50% greater than the median.
01:03
But you can see that that's pulling things to the right.
01:07
So that would be the first thing i would really look at.
01:10
And in that case we can see that it is skewed to the right because there's a tale to the right...