WEBVTT 1 00:00:03.390 --> 00:00:04.740 Okay. Hello students. 2 00:00:04.740 --> 00:00:07.830 Now we are going to 1C, 3 00:00:07.830 --> 00:00:11.190 where we are gonna learn how to compete the median. 4 00:00:11.190 --> 00:00:15.720 So calculating the median is actually quite simple. 5 00:00:15.720 --> 00:00:19.360 What the median is, is our physical midpoint 6 00:00:21.060 --> 00:00:25.653 but it is the physical midpoint of the ordered data set. 7 00:00:28.050 --> 00:00:31.683 So we have, first and foremost, learned how to do that. 8 00:00:32.850 --> 00:00:35.461 So we are going to write down again, 9 00:00:35.461 --> 00:00:36.743 the ordered data set here. 10 00:01:04.140 --> 00:01:07.410 So now, what I'm going to do is go here 11 00:01:07.410 --> 00:01:12.363 and select a different color for my pen tip, like a pink. 12 00:01:13.560 --> 00:01:18.560 And I am going to now kind of put the numbers here. 13 00:01:20.010 --> 00:01:25.010 So basically, this is the first, second, third, 14 00:01:25.290 --> 00:01:30.290 fourth, fifth, sixth, seventh, eighth and ninth. 15 00:01:32.370 --> 00:01:35.310 So this is basically our order data set, 16 00:01:35.310 --> 00:01:37.440 smallest to largest. 17 00:01:37.440 --> 00:01:39.630 So now, we are looking for the physical midpoint. 18 00:01:39.630 --> 00:01:43.560 So as we all know, when our set of numbers is nine, 19 00:01:43.560 --> 00:01:46.680 then the physical midpoint is going to be five. 20 00:01:46.680 --> 00:01:51.300 So this is going to be our median. 21 00:01:51.300 --> 00:01:53.650 So again, key here is 22 00:01:57.270 --> 00:01:58.860 an ordered set. 23 00:01:58.860 --> 00:02:03.780 So in an ordered set, your median is your physical midpoint. 24 00:02:03.780 --> 00:02:04.613 Very simple. 25 00:02:06.465 --> 00:02:08.815 Okay, so now we are going to go to the next one 26 00:02:10.131 --> 00:02:10.964 and that will be 1D.