Review two point and three-point
mapping:
- Imagine the testcross aabb x AaBb gives the following
results:
- A-B- 70
- A-bb 20
- aaB- 25
- aabb 85
- Total = 200
Are these genes linked? If so, How far apart are
they?
You should be able to do this one easily. Make sure
you know:
- Why is a test cross needed?
- What is the genotype of the heterozygous parent? (i.e.
which alleles are on the same chromosome in the
parent?)
- The offsping represent those from gametes that are either
parental or recombinant-which ones are which?
If that is giving you trouble, try drawing the
chromosomes of the two parents, and figure out what kinds of
gametes can be produced, with and without recombination. Then
combine the gametes to produce offspring, and figure out which
phenotype they will have.
Three point crosses let you find gene order and
distance
Here is a test cross between a triple heterozygote and a triple
recessive tester, AaBbCc x aabbcc
What offspring phenotypes do you expect if the loci are
unlinked?
Remember these steps:
- Find the pairs of reciprocal types
-
- each crossover event produces a pair of gametes with
complementary alleles, e.g. dnA and DNa; draw that out for
youself if that is not obvious
- Figure out which are the parentals, single recombinants, and
double recombinants
- There should be 8 classes for 3 genes (2n; some
classes may be missing, especially if they are
rare)
- Use the double recombinants to find the middle gene
-
- it is the one that changes place when you compare the
double recombinant to the parental types).
- Estimate the recombination fraction between pairs of loci (=
% single + double crossovers)
-
- If it is hard to figure out which single crossovers
corresond to which pair of genes, re-label these data with
the correct gene orders, then draw out the chromosomes with a
single crossover and figure out which kinds of gametes are
produced.
- Remember that you have to include the double
crossovers too, because they, too, have a crossover in that
interval.
- Draw the linkage map
Here are the example data that we used in class: (remember that
these are offspring phenotypic classes)
d a n
|
293
|
d a +
|
21
|
d + n
|
131
|
d + +
|
55
|
+ + +
|
302
|
+ + n
|
24
|
+ a +
|
124
|
+ a n
|
50
|
|
|
Total = 1000
|
|
We spent a fair amount of time on this one in class.
Make sure you understand it.
Interference
- You can predict the frequecy of double crossovers: it should
be the product of the two single crossovers
-
- Often the observed number is less than expected due to
interference.
-
- The presence of one crossover makes it less likely to
have a second one nearby.
- Coincidence coefficient (CC)= observed double crossover /
expected double crossovers
-
- In Drosophila, there is complete interference (no double
crossovers) to about 10 cM; in yeast, only partial
interference at even short disantces (eg 50% At 3
cM)
- There is essentially no interference beyond 20 or 30 cm in
most organisms
Predicting phenotypes in crosses with linked
genes
- In maize, the genes gl and r1 are 20 cM apart on Chromosome
10. What are the expected phenotypic classes in the
cross:
-
- gl r1//gl r1 X gl r1 // + +
- You can also use the mapping concept 'in reverse'
to predict the phenotypes of offspring when genes are linked. To
get started, first figure out what happens if the loci are
independent (as we have done before) and then again if there is
zero crossing over. Finally, figure out the proportion of each
gamete type (and thus offspring phenotypes) when there is
crossing over.
- What would you expect if the map distance was
zero?
- What would you expect if they were
unlinked?
Meiosis, once again . . .
To make sure you are comfortable with this, draw the cells and
chromosomes in meiosis I and II, for each scenario
- What are the gametes produced by the heterozygous parent (gl
r1/+ +)?
- Do it with and without crossing over
- What do those chromosomes look like after meiosis I and
meiosis II?
Maximum recombination frequency is
50%
- For well-separated genes (far enough that at least two
crossovers occur) there will be on average 50%
recombination.
- We skipped this because there wasn't enough time, but
you book makes it pretty clear. In short, there are various
types of double crossovers that are all equally likely to occur,
but they average out to 50% recombination. See figure 13.8 in
your book.
- Types of double crossover:
-
- 2 chromatid: 0 apparent recombinants
- 3 chromatid: 50% apparent recombinants
- 4 chromatid: 100% apparent recombinants
- Average is 50%
Various types of maps
- Genetic vs Physical maps
- There may only loose correlation between the two
distances
- Recombination is not exactly equal along the
chromosome
-
- Heterochromatin (e.g. near the centromere) has much lower
recombination
- We looked at a diagram of a Drosophila chromosome
where the middle third is heterochromatin. Maximum
recombination within either end is about 50%, but there is
only 3% recombination within the centromere heterochromatic
region. Therefore two genes on opposite sides of the
heterochromatic region would appear tightly linked even
though they are physically far apart.
How does recombination actually
happen?
Holliday model:
- Single strand break
- One strand invades the other helix to form a
heteroduplex
- The junction migrates along the chromosome
- Eventually snipped apart
- May be cut "horizontally" or "vertically"
to yield different types of recombinant
chromosomes
- See Box. 13.1 Model of branch migration
The critical take home message of this model is that recombination is a well-coordinated event. Specialized enzymes cut the strands and direct the branch migration, etc.
Mitotic recombination
It happens occasionally, but it is very rare. . .
.
See p.364-8 in your book.
Back to Mendel
- Why didn't any of Mendel's genes show linkage?
Linkage would have messed up his principle of independent
assortment.
- Peas have only 7 chromosomes
- He published data on 7 traits . . .
- we now know that two were on Chr 1 and three were on Chr
4
- Fortunately, most are far enough apart to appear
unlinked
- One pair (smooth pod vs tall plants) is closely linked, but
he didn't publish those data!