00:01
Here we're going to be starting with the same f1 generation, and we're going to be looking at two different ways to cross the f1 generation and how that impacts the f2 generation.
00:10
So we're starting out with the f1 generation who is heterozygous for these two genes.
00:15
So in the first case, we're going to cross them with another f1 individual.
00:20
So another one who is heterozygous.
00:24
So what that would look like on our pundit square, first we have to find all the possible combinations of each of these.
00:31
Crosses so we can for this f1 generation we can have first s first v first s second v second second of both and we see here there's four different options from them because the person we're crossing this f1 generation with is also f1 we know they have the exact same possible comedic combinations so i can just go ahead and add those for the rows down here and once i have all those i can complete my punnet square for each one looking up and to the left to see what alleles would belong in each probability box.
01:06
And when we do this, we are crossing two heterozygous individuals, and we end up with a very classic cross that is pretty standard if genes are not linked.
01:19
For this whole exercise, we are assuming that genes are not linked, because we are not told that they are.
01:26
We're not told how far apart there.
01:41
When i do punnet squares like this, i like to go back through when i'm done with a couple of colors to make the whole square easier to read.
01:48
So i'm going to take a couple of colors.
01:50
I'll take blue and green.
01:53
And i'm going to put a blue dot in every box that has at least one dominant v because i know they'll have that dominant v phenotype.
02:02
And then i'm going to go back through and put a green dot in every box i see that has at least one dominant s and has that dominant phenotype.
02:11
So then when i go back to read it, i'm going to be reading it for all of the possible f1 or sorry f2 phenotypes which the phenotypes are both dominant first dominant not the second second second dominant not the first and neither dominant and then all i have to do is count how many of each one i see in this box having both dominant traits would be having both a blue and a green dot and i see that there's nine of those nine out of the 16 and then having the first dominant trait, not the second, would be having only a green dot, not a blue, and there's three of those.
02:53
Having the second dominant trait, not the first, be having just a blue dot, not a green, there's three of those, and then having neither dominant trait would be having no colored dots in that probability box, and there's one, one out of the 16 total.
03:06
So that is going to be a probability ratio for this f1 -2 generation...