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These are the user uploaded subtitles that are being translated: 0 00:00:00,000 --> 00:00:03,540 MICHAEL HEMANN: So let's think about the random segregation 1 00:00:03,540 --> 00:00:06,840 of these alleles if they were completely unlinked. 2 00:00:06,840 --> 00:00:15,490 3 00:00:15,490 --> 00:00:23,880 So for random segregation we've got, basically, four alleles. 4 00:00:23,880 --> 00:00:30,030 We've got big A, two big A's, two little a's, two big 5 00:00:30,030 --> 00:00:33,000 B's, and two little b's. 6 00:00:33,000 --> 00:00:37,020 So let's think about all of the ways that a's can segregate 7 00:00:37,020 --> 00:00:38,220 with b's. 8 00:00:38,220 --> 00:00:48,650 So here we have our A alleles and there are basically 9 00:00:48,650 --> 00:00:51,890 six different combinations or ways 10 00:00:51,890 --> 00:00:56,540 they can interact just randomly with a set of b alleles. 11 00:00:56,540 --> 00:01:03,680 So you can have big B, big B, little b, little b. 12 00:01:03,680 --> 00:01:09,760 You could have little b, little b, 13 00:01:09,760 --> 00:01:16,560 big B, big B. You could have big B, little b, big B, little b. 14 00:01:16,560 --> 00:01:22,320 You could have little b, big B, little b, 15 00:01:22,320 --> 00:01:29,760 big B. You could have little b, big B, big B, little b and-- 16 00:01:29,760 --> 00:01:30,510 what am I missing? 17 00:01:30,510 --> 00:01:31,230 OK. 18 00:01:31,230 --> 00:01:37,830 You can have a big B, little b, little b, big B. 19 00:01:37,830 --> 00:01:41,550 So this is essentially all of the possible interactions that 20 00:01:41,550 --> 00:01:45,600 you can have with a's and b's. 21 00:01:45,600 --> 00:01:48,310 So let's think about this first case here. 22 00:01:48,310 --> 00:01:53,520 So in this case, you would have big A, big B; big A, big B; 23 00:01:53,520 --> 00:01:57,150 little a, little b; little a, little b. 24 00:01:57,150 --> 00:02:04,860 So if we had that in a tetrad, what kind of tetrad 25 00:02:04,860 --> 00:02:05,550 would that be? 26 00:02:05,550 --> 00:02:12,560 27 00:02:12,560 --> 00:02:17,540 So of the two I introduced before, PD versus T, 28 00:02:17,540 --> 00:02:19,050 which kind would it be? 29 00:02:19,050 --> 00:02:19,550 Right. 30 00:02:19,550 --> 00:02:24,050 So it's a PD. 31 00:02:24,050 --> 00:02:26,870 Again, we have big A, big B. That's 32 00:02:26,870 --> 00:02:31,430 one of the parental types, big A, big B. So we-- little a, 33 00:02:31,430 --> 00:02:32,750 little b, little a, little b. 34 00:02:32,750 --> 00:02:33,770 So there are two types. 35 00:02:33,770 --> 00:02:34,610 It's a ditype. 36 00:02:34,610 --> 00:02:38,420 They're both parental, so we're called a parental ditype. 37 00:02:38,420 --> 00:02:42,470 All right, so let's think about this third case 38 00:02:42,470 --> 00:02:46,040 here in the third case-- 39 00:02:46,040 --> 00:02:48,470 1, 2, 3. 40 00:02:48,470 --> 00:02:50,600 The third case, we have big A, big B; 41 00:02:50,600 --> 00:02:54,440 big A, little b; little a, big B; little a, little b. 42 00:02:54,440 --> 00:02:55,445 What kind is that? 43 00:02:55,445 --> 00:03:00,080 44 00:03:00,080 --> 00:03:01,775 Looking at this one there. 45 00:03:01,775 --> 00:03:11,300 46 00:03:11,300 --> 00:03:12,020 Exactly. 47 00:03:12,020 --> 00:03:16,770 So this is a tetratype because we have four different kinds. 48 00:03:16,770 --> 00:03:20,042 We have big A, big B. We have big A, little b. 49 00:03:20,042 --> 00:03:20,750 That's different. 50 00:03:20,750 --> 00:03:22,040 Little a, big B. That's different. 51 00:03:22,040 --> 00:03:23,150 And a little a little b. 52 00:03:23,150 --> 00:03:27,390 There are two parentals and two nonparentals in that. 53 00:03:27,390 --> 00:03:30,140 And so if you actually look, then this 54 00:03:30,140 --> 00:03:36,350 is the same for all of these other cases for four, five, 55 00:03:36,350 --> 00:03:37,760 and six as well. 56 00:03:37,760 --> 00:03:41,280 57 00:03:41,280 --> 00:03:43,890 In all these cases, if you work it out, 58 00:03:43,890 --> 00:03:47,790 you're going to come up with four different types. 59 00:03:47,790 --> 00:03:51,165 For the fifth case, big A, little b; big A, big B; 60 00:03:51,165 --> 00:03:54,900 little a, big B; little a, little b. 61 00:03:54,900 --> 00:03:59,210 But it is different if we look at this second class here. 62 00:03:59,210 --> 00:04:06,380 So for the second class we get big A, little b; big A, little 63 00:04:06,380 --> 00:04:13,290 b; little a, big B; little a, big B. All right? 64 00:04:13,290 --> 00:04:14,830 So that's different. 65 00:04:14,830 --> 00:04:17,110 We haven't seen that one before. 66 00:04:17,110 --> 00:04:20,070 So how many kinds of alleles do we have, 67 00:04:20,070 --> 00:04:24,060 or how many kinds of haploid cells we have in the end here? 68 00:04:24,060 --> 00:04:25,830 How many kinds of spores? 69 00:04:25,830 --> 00:04:28,200 We have two, so it's a ditype. 70 00:04:28,200 --> 00:04:30,315 And are either of these parental types? 71 00:04:30,315 --> 00:04:35,060 72 00:04:35,060 --> 00:04:37,190 No, neither of them are parental. 73 00:04:37,190 --> 00:04:38,930 There are two types that are nonparental, 74 00:04:38,930 --> 00:04:50,285 and so we're going to call that a nonparental ditype, so NPD. 75 00:04:50,285 --> 00:04:53,240 76 00:04:53,240 --> 00:04:57,350 And this ratio of having one parental to one nonparental 77 00:04:57,350 --> 00:05:02,435 to four tetratypes is what you expect for unlinked loci. 78 00:05:02,435 --> 00:05:07,980 79 00:05:07,980 --> 00:05:20,060 So you get one to four to one of PD to T to NPD. 80 00:05:20,060 --> 00:05:21,830 It's the ratio that you would expect 81 00:05:21,830 --> 00:05:24,800 if they're on completely different chromosomes 82 00:05:24,800 --> 00:05:30,430 or they're at 50 centimorgans or greater on the same chromosome. 5858

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