1 00:00:00,570 --> 00:00:02,820 Now we move to my plot leap. 2 00:00:04,410 --> 00:00:05,190 So there we go. 3 00:00:05,190 --> 00:00:19,410 We have mapped out with our impart map leap the pie plot as plots that consider we have values of X 4 00:00:19,650 --> 00:00:22,190 ranging from -20 to 24. 5 00:00:22,220 --> 00:00:28,080 Well, in space we've seen as defined so that this gives us a total number of points. 6 00:00:28,080 --> 00:00:32,160 We'll be working with a number of elements which will make up the list x. 7 00:00:32,160 --> 00:00:36,150 So if you have been exhausted, you're going to have 40 points. 8 00:00:36,150 --> 00:00:41,370 One, two, three, four, five, six, seven, eight, one, two, three, four, five. 9 00:00:41,370 --> 00:00:42,700 So that gives us 40 points. 10 00:00:43,050 --> 00:00:48,390 We have formed points as many one as you want, but it's going to range one -20 to 20. 11 00:00:48,900 --> 00:00:50,040 Let's have it in a 40. 12 00:00:50,490 --> 00:00:54,150 We now have y y is defined as a square of x. 13 00:00:54,150 --> 00:01:01,170 So we could have we could also use some modified exponential of X. 14 00:01:01,350 --> 00:01:01,680 Yeah. 15 00:01:03,910 --> 00:01:04,870 Most print out. 16 00:01:05,320 --> 00:01:06,100 Yeah, that's print out. 17 00:01:06,100 --> 00:01:06,580 Why? 18 00:01:08,240 --> 00:01:09,610 That we go. 19 00:01:10,030 --> 00:01:10,540 Why? 20 00:01:12,280 --> 00:01:14,890 Then to do a simple plot, we could have BLT. 21 00:01:15,070 --> 00:01:16,030 That was important. 22 00:01:17,230 --> 00:01:22,390 The plot was specified X and Y, and then we have plot in the show. 23 00:01:23,200 --> 00:01:23,860 So there we go. 24 00:01:23,860 --> 00:01:28,810 We have this plot to the south and that's it. 25 00:01:29,770 --> 00:01:32,620 There are also so many other things you could do with this figure. 26 00:01:32,620 --> 00:01:40,030 You could modify the color, you could give a title, you could give or specify the axis. 27 00:01:40,030 --> 00:01:45,460 You could add a grid into this diagram and many other things you could do. 28 00:01:47,310 --> 00:01:48,990 This was recorded like this. 29 00:01:48,990 --> 00:01:50,160 So there we go. 30 00:01:51,480 --> 00:02:00,510 Now, suppose we have two plots, so we have x one by 100, we have X, and then we'll have two different 31 00:02:00,510 --> 00:02:08,600 plus x, y, one on y to y, one y to in peter lock step. 32 00:02:08,850 --> 00:02:09,540 So that's it. 33 00:02:10,720 --> 00:02:11,590 That's fine. 34 00:02:11,620 --> 00:02:12,310 Now we plot 35 00:02:14,320 --> 00:02:16,960 1c1. 36 00:02:17,620 --> 00:02:18,370 Plot two. 37 00:02:19,180 --> 00:02:19,810 That's two. 38 00:02:20,540 --> 00:02:21,250 Let's take. 39 00:02:21,610 --> 00:02:22,540 Yeah, that's fine. 40 00:02:22,870 --> 00:02:23,590 Now let's. 41 00:02:24,810 --> 00:02:28,770 And this back now there's blood actually some less plot. 42 00:02:28,770 --> 00:02:30,310 The two plots side by side. 43 00:02:30,330 --> 00:02:34,830 Using the subplots, matter of my blood leap. 44 00:02:35,760 --> 00:02:39,590 To do this, we need to specify the figure. 45 00:02:39,630 --> 00:02:44,880 I want to get the figure on the axis on a different axis. 46 00:02:44,880 --> 00:02:45,570 And this is our case. 47 00:02:45,570 --> 00:02:46,440 We have two axes. 48 00:02:46,440 --> 00:02:53,550 So we have to get a figure which is represented by this and then two axis. 49 00:02:54,060 --> 00:02:58,590 So we have figure and then axis one axis. 50 00:02:58,740 --> 00:03:05,610 So now we have the ultra sub plots now. 51 00:03:05,610 --> 00:03:11,730 Yeah, we're going to define the way the, the layout actually if we wanted to be in a way we have two 52 00:03:11,730 --> 00:03:16,980 rows as if we wanted to have the first plot here and then the next plot. 53 00:03:17,340 --> 00:03:23,640 This is obviously two rows and one column if wanted to be like this. 54 00:03:25,820 --> 00:03:26,720 This first blood. 55 00:03:29,060 --> 00:03:30,230 And then this next blood. 56 00:03:32,880 --> 00:03:35,100 Then, yeah, we're going to have one by two. 57 00:03:37,360 --> 00:03:38,170 So that said. 58 00:03:38,200 --> 00:03:44,620 Yeah, well defined distance two by one we have the axis for the first axis. 59 00:03:45,730 --> 00:03:49,180 The plot is similar to where we had you already. 60 00:03:49,180 --> 00:03:51,340 So just xy1. 61 00:03:52,360 --> 00:03:58,600 Then I'll copy this to xy2. 62 00:03:59,740 --> 00:04:01,390 Now we could do a figure. 63 00:04:01,630 --> 00:04:04,060 Not sure on that. 64 00:04:04,360 --> 00:04:04,960 And that's fine. 65 00:04:04,960 --> 00:04:10,960 We have the exponential and the logarithmic lots of one too. 66 00:04:11,620 --> 00:04:16,210 So we have the higher and then the logarithmic would have to be plus. 67 00:04:16,210 --> 00:04:21,820 But so we have this error because we just have defined two axis. 68 00:04:21,820 --> 00:04:25,720 So we grab axis three, see the third axis. 69 00:04:25,720 --> 00:04:36,640 There's no value in the axis three, lots of x and then so you need up ten. 70 00:04:37,740 --> 00:04:38,100 Oh, that's. 71 00:04:38,160 --> 00:04:42,120 And because of X on that. 72 00:04:42,630 --> 00:04:43,200 There we go. 73 00:04:44,310 --> 00:04:48,270 So that's how we could come up with the subplots and was.