00:01
There are given 24 data here.
00:03
And so we know that the first quartile, median, and the third quartile.
00:08
So the first quartile denoted by q1, which is 21, and the median, which is denoted by q2, and that is 33.
00:19
And the third quartile, which is q3, and that was equal to 42 here.
00:25
So first of all, we need to just construct the box blood here.
00:29
So we have to check the outliers so for the outliers which is equal to this is q1 minus the interquartile range times 1 .5 and the upper quarter line upper outliers which is q3 and interquartile range times the 1 .5 so what is iqar here so the iqar is q3 minus q1 so i can just get the iqar as which is q3 -33, sorry, 43, 42, minus 21, which is 21 here.
01:06
So the lower outliers, the q1, 21, and minus 21 times the 1 .5, which is, this is 21, minus 21 times 1 .5, which is equal to negative 10 .5.
01:24
So the numbers which are less than negative 10 .5 is the outlier.
01:29
But when we look at the given data here, there is no negative numbers here.
01:33
So there is no in a lower outlier.
01:35
And what about for the upper outlier? we have 42, the q3, plus 21 times 1 .5...