At a criminal trial, the prosecutor presents the genotypes for three microsatellite loci
from the FBI CODIS set. He reports the DNA sample from the crime scene and one from the
suspect both have the genotype
at these three FGA1/FGA4 ,TPOX1 /TPOX3 , VWA2/VWA7 microsatellites. He also presents the allele frequencies for the general population to which the suspect belongs. What is the probability that the genotype of the DNA evidence would match
that of the suspect given that the person who committed the crime and the suspect are different
individuals?
Alleles | Frequency |
FGA1 | 0.30 |
FGA4 | 0.26 |
TPOX1 | 0.32 |
TPOX3 | 0.65 |
VWA2 | 0.23 |
VWA7 | 0.50 |
The suspect's genotype has these three FGA1/FGA4 ,TPOX1 /TPOX3 , VWA2/VWA7 microsatellites.
Now, the probability that any individual from the population will have this genotype, is equal to the product to frequency of individual alleles.
Hence, required probability,
= (0.30) × (0.26) × (0.32) × (0.65) × (0.23) × (0.50)
= 0.001865
Ans : 0.0018 or 0.1865%
At a criminal trial, the prosecutor presents the genotypes for three microsatellite loci from the FBI...
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