All language subtitles for 5. Sum of Arithmetic Sequence - Solution

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These are the user uploaded subtitles that are being translated: 1 00:00:00,530 --> 00:00:02,960 All right, so welcome back once again. 2 00:00:02,990 --> 00:00:10,580 My name is These's Alphatech, and thank you so much for keeping up with the pace, for keeping up with 3 00:00:10,880 --> 00:00:13,130 the pace of these media. 4 00:00:13,130 --> 00:00:20,210 What we are going to do is to calculate the sum of a given arithmetic right off a given arithmetic function 5 00:00:21,170 --> 00:00:22,910 of an even arithmetic sequence. 6 00:00:23,030 --> 00:00:23,900 Sorry about that. 7 00:00:24,200 --> 00:00:26,400 And we know how it can be calculated. 8 00:00:26,420 --> 00:00:30,290 We said previously that as an equals to what? 9 00:00:30,560 --> 00:00:35,950 To a one plus and multiplied by M divided by two. 10 00:00:37,370 --> 00:00:44,690 So for that we said that let's first of all read all of these values from the user and then talk about 11 00:00:44,690 --> 00:00:46,100 the math calculation. 12 00:00:46,830 --> 00:00:51,720 And it's actually going to be pretty similar to our previous exercise. 13 00:00:51,900 --> 00:00:57,550 OK, because we know, for example, the is not of any concern here. 14 00:00:57,570 --> 00:01:06,210 So we have floating one and a and and also we have and and what we are going to do is to enter the initial 15 00:01:06,210 --> 00:01:08,550 term and really into a one. 16 00:01:08,830 --> 00:01:10,230 OK, very simple. 17 00:01:10,230 --> 00:01:14,610 Nothing complicated so far, just reading the initial value from the user. 18 00:01:15,060 --> 00:01:26,760 And then we are going to instead of reading the difference, we are going to read the anthe term and 19 00:01:26,910 --> 00:01:32,860 which is simply can be noted as a m and storeyed inside and OK. 20 00:01:33,870 --> 00:01:40,380 Lastly, what we are going to do is to enter the number of elements in these given arithmetic sequence 21 00:01:40,380 --> 00:01:42,390 and story, the inside variable. 22 00:01:42,390 --> 00:01:44,630 And right. 23 00:01:44,680 --> 00:01:50,820 So now that we have all these necessary information, we can also create additional variable and call 24 00:01:50,820 --> 00:01:51,630 it right. 25 00:01:51,640 --> 00:02:00,090 We can call it S and let's call it S M and S and will represent the sum of all the elements of a given 26 00:02:00,090 --> 00:02:00,690 sequence. 27 00:02:00,930 --> 00:02:06,330 So how should you calculate s m it's nothing complicated. 28 00:02:06,330 --> 00:02:13,830 Simply use exactly as you have it here in the formula since we created the variables with the same names 29 00:02:14,070 --> 00:02:24,810 so as an equals to a one, a one plus and all of that multiplied by and divided by two. 30 00:02:25,170 --> 00:02:27,900 OK, so that's how you calculate it. 31 00:02:28,110 --> 00:02:29,820 Semicolon at the end of course. 32 00:02:29,820 --> 00:02:30,720 Do not forget it. 33 00:02:31,500 --> 00:02:35,370 And if we want to print the sum then we will go. 34 00:02:35,370 --> 00:02:45,060 Something like this in the sum of your sequence equals two percentage F, right. 35 00:02:45,060 --> 00:02:52,110 Because we are using A1 and M is a floating point types and we know that and is also a floating point 36 00:02:52,110 --> 00:02:59,420 type that in this case we can say that the song is going to be S and and there you go. 37 00:02:59,670 --> 00:03:04,360 So I hope that the answer is clear to you guys. 38 00:03:04,380 --> 00:03:12,150 Nothing complicated here, just the process of calculation of some formula using some formula from math. 39 00:03:12,840 --> 00:03:16,340 And now what I want us to do is to build this program and run it. 40 00:03:16,470 --> 00:03:24,120 So a one equals two one and there are be close to 70 and we have a total of nine, OK, a total of nine 41 00:03:24,120 --> 00:03:24,600 elements. 42 00:03:24,930 --> 00:03:28,710 So there some of your sequence equals to eighty one. 43 00:03:29,250 --> 00:03:36,460 And if we want to kind of limit the number of floating points printed out after 81, then simply use 44 00:03:36,460 --> 00:03:45,540 here two, which says that use only up to two numbers or better say digits after the floating point. 45 00:03:45,570 --> 00:03:53,310 So once again, if we will use it like this, you will see eighty one point zero zero, only two points 46 00:03:53,310 --> 00:03:55,620 after the decimal digit here. 47 00:03:55,740 --> 00:04:06,840 OK, so yeah, I think this is it's also another kind of questions that may be asked is when you don't 48 00:04:06,840 --> 00:04:13,000 have a one or eight and or and but instead of them, you have the difference. 49 00:04:13,500 --> 00:04:24,000 So if that's the case, you need to use kind of our previous example in to kind of extract the the missing 50 00:04:24,000 --> 00:04:30,580 part for this equation by using the equation with the D with the difference. 51 00:04:30,930 --> 00:04:38,400 And once you extracted all the information of A1 and in the then you can go here and use these formula 52 00:04:38,400 --> 00:04:41,920 for your calculation of the sum. 53 00:04:42,840 --> 00:04:44,990 So basically, yeah, this is it. 54 00:04:45,000 --> 00:04:46,070 My name is Vlad. 55 00:04:46,080 --> 00:04:46,890 This is Alphatech. 56 00:04:46,890 --> 00:04:54,870 Once again, I really like the fact that you keep on practicing and keep moving forward, making one 57 00:04:54,870 --> 00:04:56,370 exercise after another. 58 00:04:56,580 --> 00:05:03,750 And, you know, I'm pretty sure that you're getting more confident and you feel like you can solve 59 00:05:03,870 --> 00:05:06,590 a lot more exercises on your own. 60 00:05:07,290 --> 00:05:10,350 So if you have any questions, feel free to ask them. 61 00:05:10,710 --> 00:05:14,400 And until next time, have a great day. 6066

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