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Would you like to inspect the original subtitles? These are the user uploaded subtitles that are being translated: 1 00:00:00,740 --> 00:00:09,770 Welcome, ladies and gentlemen, to another very, very interesting exercise in our recursion section. 2 00:00:10,640 --> 00:00:17,300 So in this video, what we are going to do is basically to write some function. 3 00:00:17,390 --> 00:00:25,250 OK, this is basically these function will have to be implemented using some recursive concept. 4 00:00:25,820 --> 00:00:33,920 And all these function will have to do is just to calculate the number of appearances of a given character 5 00:00:33,920 --> 00:00:35,570 in a sequence. 6 00:00:36,290 --> 00:00:44,510 And you are going to read a sequence of different characters and you don't know in advance how many 7 00:00:44,510 --> 00:00:51,140 characters will be in this particular sequence, because that's something that we want to give the user 8 00:00:51,140 --> 00:00:51,930 to decide. 9 00:00:52,460 --> 00:01:02,360 So basically saying the user will insert different characters, OK, up until he inserts these character 10 00:01:02,360 --> 00:01:10,670 of dollar in, once the user inserts the last character, which will be probably our stopping condition, 11 00:01:11,090 --> 00:01:20,060 once the user does that, then we are going to return the number of appearances, the number of occurrences 12 00:01:20,270 --> 00:01:28,250 of a given character that these function is going to receive and the function is going to calculate 13 00:01:28,250 --> 00:01:29,560 and to return. 14 00:01:29,570 --> 00:01:39,020 Finally, what is the number of times that these given character has occurred in the sequence that the 15 00:01:39,020 --> 00:01:41,120 user has inserted? 16 00:01:42,020 --> 00:01:46,040 So, for example, let's take a look at these examples. 17 00:01:46,040 --> 00:01:46,960 So example. 18 00:01:47,900 --> 00:01:56,090 So here we can see that a given character see OK is passed to the function and then the user specifies 19 00:01:56,090 --> 00:02:04,160 these little nice sequence of A, B, C, A, C and A dollar, and then the function in a recursive 20 00:02:04,160 --> 00:02:12,470 manner will simply return to since we have here two characters which are a C, OK, and that's the character 21 00:02:12,470 --> 00:02:14,210 we are comparing with. 22 00:02:15,110 --> 00:02:15,740 Awesome. 23 00:02:15,760 --> 00:02:23,330 So I hope that the instructions are clear to you and you understand why do you have to do and now basically 24 00:02:23,660 --> 00:02:29,840 take a few minutes and try to think of the solution, try to come up with a good idea, with a good 25 00:02:31,460 --> 00:02:34,550 with a good strategy to how you can solve it. 26 00:02:34,730 --> 00:02:41,630 I think we've already done some similar exercises that may come handy here. 27 00:02:42,290 --> 00:02:46,850 So take your time, try to think of the solution in once you're done. 28 00:02:47,150 --> 00:02:49,730 Let's proceed with our solution. 3044

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