1 00:00:05,770 --> 00:00:06,110 Here. 2 00:00:06,170 --> 00:00:08,510 Even so now we are done with the point goats. 3 00:00:08,650 --> 00:00:13,550 And now we are going to move on line plots again this classification is not official. 4 00:00:13,630 --> 00:00:16,150 This is just my classification. 5 00:00:16,150 --> 00:00:20,020 Now here in the landlord's again the same thing. 6 00:00:20,030 --> 00:00:29,160 Provide the data set then bloat and then provide divine you want to have like line. 7 00:00:29,430 --> 00:00:34,070 If I able to probe the line Protea just shifted on you will get this. 8 00:00:34,760 --> 00:00:39,310 This is pretty easy then the one that we have done before we met broadly and. 9 00:00:39,680 --> 00:00:42,070 And here this one is a mess. 10 00:00:42,140 --> 00:00:47,840 If you notice you can also plot any particular value like if I need to plot only the first column I 11 00:00:47,840 --> 00:00:54,050 will have this only the first call if I have the C I have the third column. 12 00:00:55,430 --> 00:01:04,370 If you can have a form in which we have only tendrils then you will get different 5 columns and values 13 00:01:04,370 --> 00:01:09,710 are up to 10 0 9 and 0 2 9 10 values data. 14 00:01:09,920 --> 00:01:12,390 So this is how you can plot decline codes. 15 00:01:12,410 --> 00:01:16,760 And this is how you can float any particular column. 16 00:01:16,940 --> 00:01:21,580 So if you notice this one here it has a value of zero point two and 4. 17 00:01:22,070 --> 00:01:30,340 And if you bring the four then you'll find that own four. 18 00:01:30,550 --> 00:01:38,100 This one is a we have zero point one two and this is something like zero point one two approx data. 19 00:01:38,800 --> 00:01:41,400 So this is the line proxy. 20 00:01:42,340 --> 00:01:46,980 And again I just need to show you that what they are and how do up there are different kinds of lines 21 00:01:47,230 --> 00:01:49,340 like we have kiddie blocks also here. 22 00:01:49,750 --> 00:01:57,310 If you write KDE you will get code like lines in these lines and if you do this one with third it would 23 00:01:57,310 --> 00:02:09,410 have this one up to a particular value and then if you do this one with the B F. You will get all the 24 00:02:09,410 --> 00:02:15,340 three values of a Labor layer like the total bill column type column and decide column and decode related 25 00:02:15,440 --> 00:02:16,310 to that one. 26 00:02:16,430 --> 00:02:22,610 And if you do the up to here it will automatically have the values that are numerical index 1 and they 27 00:02:22,610 --> 00:02:27,500 will be here but there's a key error and also the output is here. 28 00:02:27,620 --> 00:02:32,900 So this is just a warning there after that. 29 00:02:32,950 --> 00:02:35,280 Now let me move within DFT. 30 00:02:35,540 --> 00:02:43,370 There's another one known as density go oh it's upload there with named density and this is similar 31 00:02:45,260 --> 00:02:46,810 to the Getty. 32 00:02:47,060 --> 00:02:53,940 If you notice there's no difference in them and you can also do the same thing here like a only difference 33 00:02:53,970 --> 00:02:58,410 to go see only this third go. 34 00:02:59,360 --> 00:03:05,450 So this is an orderly line but that all you can have the plots in which we have lines denoting the particular 35 00:03:05,450 --> 00:03:12,600 distributions that we are just left with the distribution and figure plots that we is a little important 36 00:03:12,750 --> 00:03:17,450 go for that one because these two are just basic and I have told you this one like and. 37 00:03:17,690 --> 00:03:21,710 And then what have you because you are already familiar with these things so did you not require much 38 00:03:21,710 --> 00:03:22,390 introduction. 39 00:03:22,940 --> 00:03:25,740 So thanks for watching and we will continue in the next video.