1 00:00:00,710 --> 00:00:10,550 He will discuss another truly plotting the code for this truly plotting E D is equal to Lin space. 2 00:00:10,620 --> 00:00:20,410 I n little space and inside the parenthesis you would write to zero almost six by comma thirty and at 3 00:00:20,410 --> 00:00:21,900 the end you could write semicolon. 4 00:00:22,740 --> 00:00:33,150 And here we are taking x is equal to three goals of P semicolon Y is equal to one sign D semicolon and 5 00:00:33,150 --> 00:00:40,830 zis equal to zero point zero one D dot and square. 6 00:00:40,860 --> 00:00:50,310 You will write square just like s okay gap with Square and plot three X comma Y comma Z at the end you'll 7 00:00:50,310 --> 00:00:58,830 insert semicolon X label inside the parenthesis will write X with the double quotation mark y label 8 00:00:59,490 --> 00:01:04,630 parentheses and inside the parenthesis you will write y Why the double quotation marks. 9 00:01:04,680 --> 00:01:14,040 Similarly Z label inside apprentices will write Z with a double quotation mark and finally you will 10 00:01:14,040 --> 00:01:20,890 write a grid on after clicking on you will get started really plotting led we discuss this through plotting 11 00:01:20,910 --> 00:01:22,140 in Matlab. 12 00:01:22,320 --> 00:01:25,680 Hold this code work in Matlab. 13 00:01:26,160 --> 00:01:31,730 Okay so we start now in Matlab. 14 00:01:31,730 --> 00:01:42,370 D is equal to Lin space and inside the parenthesis you will write to zero comma six pi and thirty and 15 00:01:42,400 --> 00:01:55,140 Ackroyd semicolon and x is equal to three cause D and here semicolon and y is equal to one sine D semicolon 16 00:01:55,350 --> 00:01:59,730 and zi is equal to zero point zero one spare. 17 00:02:00,830 --> 00:02:03,900 Okay so yes this is just like us. 18 00:02:04,140 --> 00:02:06,370 So matlab help you. 19 00:02:06,450 --> 00:02:07,200 Did you mean that. 20 00:02:07,230 --> 00:02:18,240 Yes we mean this blog 3 in 2 x or my wife or my C and insert the enter button you will get the whole 21 00:02:18,490 --> 00:02:27,300 plot but this plot is not complete you will write X label X insert the parentheses on the double quotation 22 00:02:27,300 --> 00:02:34,270 marks similar legal right y label y inside apprentices with double collision Mark and Z label insert 23 00:02:34,280 --> 00:02:42,240 the parenthesis you will write Zi with double quotation mark okay and here you will write grade on insert 24 00:02:42,960 --> 00:02:46,140 enter button and you will find this graph. 25 00:02:46,470 --> 00:02:47,700 This is the third plotting. 26 00:02:47,730 --> 00:02:59,790 Yes you can move this through plotting okay it depend on the concept of your most Okay so check the 27 00:02:59,790 --> 00:03:02,730 rotation of this through the plopping 28 00:03:05,730 --> 00:03:06,380 yes 29 00:03:09,010 --> 00:03:14,620 it can expand and it can connect so it is just like that 30 00:03:18,860 --> 00:03:22,640 you can see it in every direction. 31 00:03:22,640 --> 00:03:22,880 Okay 32 00:03:31,110 --> 00:03:33,770 so this is the beauty of macula okay.