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Ch. 15 - Recombinant DNA Technology and Its Applications
Sanders - Genetic Analysis: An Integrated Approach 3rd Edition
Sanders3rd EditionGenetic Analysis: An Integrated ApproachISBN: 9780135564172Not the one you use?Change textbook
Chapter 15, Problem E.9

Additional STR allele frequency information can be added to improve the analysis in Problem 8. The frequency of D8S1179₁₂ = 0.12. The frequency of D16S539₁₈ = 0.08 and of D16S539₂₀ = 0.21. Lastly, D18S51₁₉ = 0.13 and D18S51₂₀ = 0.10. Combine the allele frequency information for these three STR genes with the information used in Problem 8 to calculate the frequency of the genotype for six of the STR genes.

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1
Identify the alleles for each of the three STR loci given: D8S1179 with allele 12 (frequency 0.12), D16S539 with alleles 18 (frequency 0.08) and 20 (frequency 0.21), and D18S51 with alleles 19 (frequency 0.13) and 20 (frequency 0.10).
Recall the allele frequencies from Problem 8 for the other three STR loci to have a total of six STR loci for the genotype frequency calculation.
Determine the genotype frequencies for each locus by applying the Hardy-Weinberg principle: for homozygous genotypes, use p^2 where p is the allele frequency; for heterozygous genotypes, use 2pq where p and q are the frequencies of the two different alleles.
Calculate the genotype frequency for each of the six STR loci separately using the allele frequencies, including the new alleles provided for the three loci in this problem.
Multiply the genotype frequencies of all six STR loci together to obtain the combined genotype frequency for the six STR genes, assuming independence between loci.

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Key Concepts

Here are the essential concepts you must grasp in order to answer the question correctly.

Short Tandem Repeats (STRs)

STRs are repeating sequences of 2-6 base pairs of DNA that vary in length among individuals. They are highly polymorphic markers used in genetic profiling and forensic analysis. Each STR locus can have multiple alleles, and their frequencies in a population help calculate genotype probabilities.
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Allele Frequency and Genotype Frequency

Allele frequency is the proportion of a specific allele among all alleles at a genetic locus in a population. Genotype frequency refers to the proportion of individuals with a particular combination of alleles. Calculating genotype frequency often involves combining allele frequencies, assuming Hardy-Weinberg equilibrium.
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Multiplying Independent Loci Frequencies

When calculating the combined genotype frequency across multiple STR loci, the frequencies at each locus are multiplied together if loci are independent. This product gives the overall probability of observing a specific multi-locus genotype, which is essential in forensic and population genetics analyses.
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Related Practice
Textbook Question

What is the statistical principle underlying genetic health risk assessment? Why are these assessments not predictive of disease occurrence?

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Textbook Question

Explain the meaning of 'identity by descent' in the context of identifying genealogical relationship between individuals. In these analyses, why are segments of chromosomes (haplotypes) rather than individual STRs used to identify genetic relationships?

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Textbook Question

Figure E.1 illustrates the results of an electrophoretic analysis of 13 CODIS STR markers on a DNA sample and identifies the alleles for each gene. Table E.2 lists the frequencies for alleles of three of the STRs shown in the figure. Use this information to calculate the frequency of the genotype for STR genes FGA, vWA, and D3S1358 given in Figure E.1.

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Textbook Question

The frequencies of the four alleles contributed to the child by possible father F1 in Problem 7 are 0.18, 0.23, 0.13, and 0.14. Calculate the Combined Paternity Index (CPI) for the four genes in this analysis.

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Textbook Question

The frequencies of the four alleles contributed to the child by possible father F1 in Problem 7 are 0.18, 0.23, 0.13, and 0.14. Make a statement about the possible paternity of F1 based on this analysis.

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Textbook Question

In an inheritance case, a man has died leaving his estate to be divided equally between 'his wife and his offspring.' His wife (M) has an adult daughter (D), and they argue that they should split the estate equally. As a young couple, however, the man and his wife had a son that they gave up for adoption. Two men have appeared, each claiming to be the son of the couple and therefore entitled to a one-third share of the estate. The accompanying illustration shows the results of DNA analysis for five genes for the mother (M), her daughter (D), and the two claimants (S1 and S2). How many nonmaternal DNA bands are shared by D and S1? By D and S2?

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