1 00:00:01,340 --> 00:00:09,360 OK now we are discussing some concepts in calculus how to find the limit by coding in Matlab. 2 00:00:10,450 --> 00:00:10,850 OK. 3 00:00:10,860 --> 00:00:22,390 The code for that limit in MATLAB will be just like as you will type just D is equal to Lynn space. 4 00:00:22,410 --> 00:00:30,010 What we will write in space and inside the parentheses you will write to x. 5 00:00:31,160 --> 00:00:31,600 Okay. 6 00:00:31,670 --> 00:00:43,960 Two X cube plus four X squared plus X minus three inside the parenthesis divided by three X cube minus 7 00:00:43,960 --> 00:00:45,900 eight instead apprentices. 8 00:00:45,980 --> 00:00:46,710 Okay. 9 00:00:46,970 --> 00:00:53,060 And then you will write the inline function in the line function. 10 00:00:53,120 --> 00:00:58,530 Okay so what you will write in line sorry you will not light right. 11 00:00:58,640 --> 00:01:01,310 Lynn space right in line. 12 00:01:01,370 --> 00:01:03,200 Get in line. 13 00:01:03,660 --> 00:01:07,420 I'll get in line inside the inside of the parentheses. 14 00:01:07,430 --> 00:01:09,460 You will write to execute. 15 00:01:10,220 --> 00:01:15,080 Plus four X squared plus three plus X minus three whatever it is written. 16 00:01:15,110 --> 00:01:15,410 Okay. 17 00:01:16,190 --> 00:01:26,140 So if you want to a clear function then you work by pretty inside the parenthesis G affects insert into 18 00:01:26,240 --> 00:01:28,610 the button you will get that clear. 19 00:01:29,380 --> 00:01:29,740 Okay. 20 00:01:29,800 --> 00:01:33,110 Two X squared plus four X plus X minus three. 21 00:01:33,130 --> 00:01:43,040 One two by three X cube minus you dislike s okay and limit in geophysics comma X comma in and it means 22 00:01:43,040 --> 00:01:47,200 you'll find that that element at infinity o clock which I can make recollect 23 00:01:50,890 --> 00:02:07,810 since X and then you will write F is equal to x squared minus twenty five do what are the by X minus 24 00:02:08,720 --> 00:02:09,160 five. 25 00:02:09,460 --> 00:02:17,050 And this is the function number will find the limit in said dependencies you will write f go my five 26 00:02:17,140 --> 00:02:19,610 means you are finding the limit at X is equal to five. 27 00:02:20,050 --> 00:02:33,250 So Ben is the set the example which is discussing on the slide will discuss let alone okay since s y 28 00:02:33,340 --> 00:02:38,640 m s seems with space x and not you will type. 29 00:02:38,650 --> 00:02:51,850 F is equal to sign writing sine five x do well by sine two X 30 00:02:55,230 --> 00:02:57,150 and this is the function. 31 00:02:58,240 --> 00:03:02,480 Okay Lynn limit inside the pen. 32 00:03:02,490 --> 00:03:10,650 This is you right f commas you means we are final the element x is equal to zero so five by two Alonso 33 00:03:12,850 --> 00:03:22,340 No we this like David is equal to in line. 34 00:03:22,580 --> 00:03:34,530 David is equal to in life and inside the quotation mark you write expel okay and with a comma you will 35 00:03:34,540 --> 00:03:41,190 write X in between the number quotation mark yes. 36 00:03:41,410 --> 00:03:48,360 So this is David a function of x okay no in a line function. 37 00:03:48,460 --> 00:03:59,980 Okay I want to find the limit since the limit is at X so limit Yeah. 38 00:04:00,030 --> 00:04:01,090 You all right. 39 00:04:02,290 --> 00:04:02,820 David 40 00:04:05,420 --> 00:04:14,070 X extra virgin and so the pen this is called My x and the ex-wife we want to find the limit and it's 41 00:04:14,070 --> 00:04:20,500 equal to play for 25 years I would answer okay no. 42 00:04:20,720 --> 00:04:31,780 Well take another example this like Eyre physical two in line inside that that says you will right here 43 00:04:32,690 --> 00:04:45,680 this lake inside the double quotation marks sign a sine X do you want to buy X with the comma and here 44 00:04:45,980 --> 00:04:55,200 inside the double quotation module right X okay and this is the inline function. 45 00:04:55,540 --> 00:04:55,920 Okay. 46 00:04:55,970 --> 00:05:12,830 No limit inside the parenthesis the right f of x with X and with the comma zero means somebody in front 47 00:05:12,830 --> 00:05:14,420 of the limit and x is zero. 48 00:05:15,020 --> 00:05:16,060 So 1 is answer. 49 00:05:16,190 --> 00:05:16,600 Okay. 50 00:05:16,650 --> 00:05:17,350 9 extra. 51 00:05:17,360 --> 00:05:19,130 By x. 52 00:05:19,130 --> 00:05:19,530 Okay. 53 00:05:19,670 --> 00:05:21,550 Limit. 54 00:05:21,560 --> 00:05:32,260 We can also find the limit just like as sine X do it by X we call my X and had X is below zero again 55 00:05:32,940 --> 00:05:35,050 we'll find a c a month relative relative is 1. 56 00:05:36,540 --> 00:05:37,110 Okay. 57 00:05:37,110 --> 00:05:42,090 No will change will take another function just like a D. 58 00:05:42,110 --> 00:05:50,380 So this is the function of the two was to describe in the slide in line double quotation mark. 59 00:05:52,180 --> 00:06:08,460 And inside the double quotation marks a right to X group plus his dislike for ex minus two plus six. 60 00:06:08,610 --> 00:06:09,120 Yes. 61 00:06:09,120 --> 00:06:11,150 No it is minus three. 62 00:06:12,570 --> 00:06:12,760 OK 63 00:06:17,350 --> 00:06:34,430 do you want to buy 3 x 3 x2 plus it is just like minus it okay. 64 00:06:36,740 --> 00:06:40,790 Pressing the into here you will instead of the penthouses. 65 00:06:41,160 --> 00:06:49,020 Yes no ticket on the parentheses on right. 66 00:06:49,080 --> 00:06:49,860 Okay we will. 67 00:06:49,920 --> 00:06:57,700 No press interpreter of place in the interpreter. 68 00:06:57,940 --> 00:07:07,560 Okay here we will write X before pressing the interpreter insert the double quotation marks. 69 00:07:07,620 --> 00:07:10,070 Okay or no. 70 00:07:10,320 --> 00:07:11,220 There's all. 71 00:07:12,290 --> 00:07:13,020 Okay. 72 00:07:13,090 --> 00:07:14,050 No we're fine. 73 00:07:14,040 --> 00:07:16,910 Where is the ad copy. 74 00:07:16,950 --> 00:07:21,080 And then again based here we'll take that. 75 00:07:21,100 --> 00:07:23,230 Where is the ad. 76 00:07:24,270 --> 00:07:31,570 And I think that ad of he's in just like it can be. 77 00:07:31,730 --> 00:07:33,540 Yes. 78 00:07:33,630 --> 00:07:40,600 So this is the ad it actually it should be in Central or here. 79 00:07:41,370 --> 00:07:42,870 Yes. 80 00:07:42,870 --> 00:07:45,710 No I think it should work. 81 00:07:47,880 --> 00:07:49,660 Pressing the interpreter Yes. 82 00:07:49,660 --> 00:07:51,860 No it is working fine. 83 00:07:53,660 --> 00:07:58,510 Oh brandy in two yes. 84 00:07:58,850 --> 00:08:04,170 G into X yes. 85 00:08:04,480 --> 00:08:10,530 So this is to exclude plus one extra year plus X minus three little by three exclamation said no one 86 00:08:10,580 --> 00:08:18,810 to fund a limit to limit geophysics and add to. 87 00:08:18,850 --> 00:08:22,970 We want to find the limit at X is equal to infinity. 88 00:08:23,110 --> 00:08:26,830 So here we will write in and press on the interpreter. 89 00:08:26,840 --> 00:08:29,270 So this is elemental by three act X is Gordon.