00:01
In this problem, we're looking at data from commission earned by 100 salespeople.
00:05
And our first class is 150 to 158 with a frequency of 5.
00:12
And then our classes go all the way to 204 to 212.
00:17
And here's the frequency distribution for the rest of the classes.
00:21
So the first thing we want to do when we're finding the mean and the modal class of a grouped data set is we want to, to find the sum of our frequency column or our in, our total number.
00:37
So we'll add 5 plus 16 plus 20 plus 21 plus 20 plus 15 plus 3 for a total of 100, which we should know but we can double check by adding everything.
00:51
Then we're going to find the midpoint.
00:53
So to do that, i'm going to take 150 and add 158.
01:01
In our first class and divide it by 2.
01:05
And that will give us a midpoint of 154.
01:10
We'll follow the same process for each of the other classes.
01:15
So for the second class, it would be 159 plus 167 divided by 2 to give us a midpoint of 163.
01:25
Then the third midpoint is 172.
01:29
The fourth midpoint is 181.
01:35
The next midpoint is 190...