You want to determine the linear order and genetic distance between three genes
ID: 323819 • Letter: Y
Question
You want to determine the linear order and genetic distance between three genes on chromosome II in Drosophila. The recessive mutant alleles are g, m, and o. You cross heterozygous females to homozygous recessive males, score the phenotypes of progeny and obtain the following: 540 g m + 560 + + o 162 + m + 170 g + o 245 g + + 240 + m o 46 g m o 37+ + Determine the orientation of mutant vs. Wild type alleles on the female parent's chromosomes. Determine gene order (remember, what matters is which gene is in the middle). Calculate the distance between the three genes and draw the genetic map. Calculate interference and provide a brief verbal interpretation of your result.Explanation / Answer
Female parent genotype - g + m/ + o +
Here, g + m and + o + are parental class, so, non cross over = 540+560=1100
Frequency of D.C.O= {(46+37)/2000}*100= 4.15%
Frequency of first S.C.O = {(162+170)/2000}*100=16.60%
Frequency of other S.C.O = {(245+240)/2000}*100 = 24.25%
b) Comparing parental type with D.C.O type, we found that o is uncommon, so o is placed in the middle. So, gene order - g------o---------- m
c) So, map distance between g and o- (16.60+4.15) = 20.75cM and
map distance between o and m - (24.25+4.15) = 28.40 cM.
d) Expected D.C.O - {(20.75/100)*(28.40/100)} = 0.0589
Observed D.C.O - (4.15/100) = 0.0415
C.O.C = Observed D.C.O/Expected D.C.O = 0.0415/0.0589 = 0.704
Interference = 1-0.704 = 0.296
As the interference value is between 0 and 1 thus it indicates partial interference.
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