00:01
All right, so we want to find the area either less than greater than or between certain z scores here.
00:08
And so for the first one, we're looking for the area between negative 1 .50 and 2 .50.
00:16
So the way we figure this out is we figure out the probability of z being less than 2 .50, and we subtract the probability z is less than negative 1 .50.
00:30
And we can use either a normal calculator or a table for this.
00:38
And we get .9938 minus 0 .0668 and that's .927.
00:49
Now some normal tables actually give you the between values too.
00:56
Next we want to find the area to the right of negative 1 .25.
01:07
So now we're looking for this side.
01:12
And then if we're using a normal table, we're going to have to do 1 minus the probability z is less than negative 1 .25 and that's going to be 1 minus 0 .106 and we get 0 .8944.
01:53
All right next we want to find the z score that separates the top 10 % from the bottom 90%.
02:03
And there's multiple ways to do this.
02:08
This calculator is the easiest...