All language subtitles for 8. isOdd Function C Exercise

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These are the user uploaded subtitles that are being translated: 1 00:00:00,430 --> 00:00:07,530 All right, so we're back and in one of our previous examples, I think it was in our previous video, 2 00:00:07,530 --> 00:00:13,560 hopefully if everything is arranged correctly, we talked about how we can implement these even function. 3 00:00:14,310 --> 00:00:20,910 Any of these video I want us to do is simply to implement another function in this function will be 4 00:00:20,910 --> 00:00:23,360 called Is Khaled OK? 5 00:00:23,370 --> 00:00:25,140 This will be the name of the function. 6 00:00:25,470 --> 00:00:34,050 And this function will what it will do is just this function will receive an integer, OK, and it will 7 00:00:34,050 --> 00:00:41,340 return one if this given if this given number is order. 8 00:00:41,890 --> 00:00:42,570 All right. 9 00:00:43,380 --> 00:00:53,010 And otherwise if it's not odd, meaning if it's if this number is even otherwise, this function should 10 00:00:53,010 --> 00:00:56,940 return, should return zero. 11 00:00:57,270 --> 00:01:03,150 OK, so if it's even if it should return zero. 12 00:01:03,390 --> 00:01:03,980 All right. 13 00:01:05,010 --> 00:01:08,760 And I want you to take also a few minutes to think about it. 14 00:01:08,760 --> 00:01:11,150 I think it's very trivial to solve it. 15 00:01:12,120 --> 00:01:14,940 We are going to solve it in two different ways. 16 00:01:14,940 --> 00:01:22,710 So start with the most basic, with the most intuitive solution and simply write write it down pretty 17 00:01:22,710 --> 00:01:31,080 much like you've done it for even just change a couple of lines to make it suitable for is odd. 18 00:01:31,290 --> 00:01:35,030 OK, so take a few moments and we will continue right away. 19 00:01:35,760 --> 00:01:36,340 Awesome. 20 00:01:36,630 --> 00:01:39,270 So let's start in. 21 00:01:39,270 --> 00:01:45,150 The signature of the function is going to be pretty much the same except just the function name. 22 00:01:45,160 --> 00:01:49,570 So it is odd and the function is going also to receive a number. 23 00:01:49,680 --> 00:01:59,070 So it's not like we do not really care about the fact that these function uses these even are this function 24 00:01:59,070 --> 00:02:03,870 is even is using enum and also that this function is odd is using enum. 25 00:02:04,850 --> 00:02:10,310 Basically, we know that these functions can be treated like different rooms and different rooms have 26 00:02:10,310 --> 00:02:14,580 their own naming for the values they are using. 27 00:02:15,710 --> 00:02:20,050 So it is odd and the function goes like this. 28 00:02:20,060 --> 00:02:30,020 So if no modulo two does not equal to zero, which means it is an odd number, then in this case simply 29 00:02:30,020 --> 00:02:30,950 a return one. 30 00:02:31,160 --> 00:02:33,620 Otherwise return to zero. 31 00:02:33,950 --> 00:02:38,930 OK, so pretty much almost the same solution as it was previously. 32 00:02:38,930 --> 00:02:44,540 Just that here we used the inequality sign and here we used the equality sign. 33 00:02:45,320 --> 00:02:54,350 Here it was regarding even numbers and here it's regarding odd numbers. 34 00:02:54,590 --> 00:03:02,420 OK, so if the result of the condition here is true, then these will be executed and it will mean that 35 00:03:02,420 --> 00:03:04,910 the number itself is even in here. 36 00:03:04,910 --> 00:03:06,150 It will mean it's odd. 37 00:03:06,510 --> 00:03:10,670 OK, so I hope this standard solution is clear to you. 38 00:03:10,670 --> 00:03:19,280 And I'm going to show you also additional option to how we can, instead of writing down the body of 39 00:03:19,280 --> 00:03:26,780 this function like this, how we can use the fact that we how we can call this function is even and 40 00:03:26,780 --> 00:03:30,030 implement these odd function by using these even. 41 00:03:30,230 --> 00:03:31,660 OK, so that's right. 42 00:03:32,180 --> 00:03:37,850 Additional function called is odd number two and it will simply look like this. 43 00:03:37,850 --> 00:03:39,070 So isn't odd. 44 00:03:39,410 --> 00:03:40,730 It is odd. 45 00:03:40,850 --> 00:03:44,450 Let's call it two and it would receive also none. 46 00:03:45,470 --> 00:03:53,900 And now what this function is going to do is simply to call the even function and to basically to decide 47 00:03:54,080 --> 00:03:59,630 what it should return based on the result given from is even function. 48 00:04:00,500 --> 00:04:10,380 So for that, let us go like this, so if is even returns us one for a number, right? 49 00:04:10,400 --> 00:04:15,580 So if it returns this one, it's right down in the parentheses here. 50 00:04:16,480 --> 00:04:26,390 OK, so if it returns this one, then what it means is that the number is even an hour is odd to should 51 00:04:26,390 --> 00:04:27,950 return to zero. 52 00:04:27,980 --> 00:04:28,310 Right. 53 00:04:28,310 --> 00:04:32,690 Because it's odd returns zero if the number is even. 54 00:04:33,140 --> 00:04:37,680 So based on the call of this function is even with numbers. 55 00:04:38,000 --> 00:04:45,590 We know that, we know that these function returns one only if it's an even number, then in this case 56 00:04:45,590 --> 00:04:53,990 this is all the function should return zero else we know or else we know that the function should return 57 00:04:54,350 --> 00:04:54,890 one. 58 00:04:55,820 --> 00:04:57,690 So is that clear to you guys? 59 00:04:57,860 --> 00:04:58,750 What do you think? 60 00:04:59,870 --> 00:05:01,860 Do you agree with the second solution? 61 00:05:02,600 --> 00:05:10,700 I agree that the first one looks easier, but here you practice the way you call another function. 62 00:05:10,730 --> 00:05:15,240 OK, so first of all, you will call these are two, you will give it to another. 63 00:05:15,350 --> 00:05:23,360 And here behind the scenes, this function will use a totally different function to like to calculate 64 00:05:23,360 --> 00:05:30,980 something or to check out something in based on the result of this function, you will return some value 65 00:05:31,130 --> 00:05:33,700 of this current function is odd to. 66 00:05:34,730 --> 00:05:38,630 So I hope this is clear to you because that's also very important. 67 00:05:38,720 --> 00:05:44,510 Like to grasp the idea of calling another function from a given function. 68 00:05:45,140 --> 00:05:51,710 And that's something you're going to do a lot in your programming career because you're going to write 69 00:05:51,710 --> 00:05:59,330 also complicated functions that will require the usage of other other functions in order to construct 70 00:05:59,330 --> 00:05:59,600 them. 71 00:06:00,830 --> 00:06:04,090 And with that being said, guys, I hope you like this video. 72 00:06:04,190 --> 00:06:05,770 Let me know what you think of it. 73 00:06:05,780 --> 00:06:07,970 If you have any questions, leave some review. 74 00:06:08,600 --> 00:06:15,500 And of course, as always, and we'll see you in you in the next video is I think there are a lot of 75 00:06:15,500 --> 00:06:15,980 prak. 76 00:06:15,980 --> 00:06:17,500 There is a lot of practice to us. 77 00:06:18,130 --> 00:06:18,830 I'll see you then. 7536

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