Unit 7 - Gene Mapping and Linkage Flashcards
Synthetic Genes
*Genes located on the same chromosome
Linked genes
*when synthetic genes are very close togeather their alleles cannot sort independantly
*these are called linked genes
Recombanant genes (2)
*Alleles of synthetic genes can be reshuffeled when crossing over occurs = recombanant genes
*Homologs that do not reshuffle alleles are called parental chromosomes
Gene linkage and gametes (3)
*Genetic linkage leads to the production of significantly more gametes with parental allele combos.
*This is beacuse crossing over is much less likley to occur wwith linked genes
*therefore we can detect linked genes by looking for hieghtened parental allele frequencies
*For example, a dihybrid AaBb with unklined genes will produce four gamete combos in equal frequency (AB, Ab, aB and ab, 25% each) but if A and B are linkede then the parental combos will occur much more (AB and ab >50% when paretns are AABB and aabb)
Complete Genetic linkage (3)
*When there is no crossing over due to linked genes; only parental gametes are formed
*male fruit flies display this
*For example a homo dom (AABB) and homo recess (aabb) only produce AB and ab gametes
Incomplete genetic linkage (3)
*Much more common than complete linkage
*Parental combos occur more frequantly, but in equal proportions to eachother.
*for example, a gamete will have a parental combo (AB or ab) 70% of the time, but AB and ab each appear 35% of the time
Recombination frequency (2)
R = #of recombanants / total number of children
*If the R < 50% the tested genes are linked
Recombination frequency and gene distance (2)
*Crossing over occurs more frequently between genes that are far appart, and at a lower rate when close togeather
*i.e. the higher the recombination frequency the farther apart two genes are
Map Units (2)
Recombination frequencies between two genes can be converted into units of physical distance; called map units (m.u.)
*1% recombination frequency = 1 m.u.
Chai Squared and gene linkage
Expected results follow a 1:1:1:1 ratio, n is the number of combonations - 1