Chapter 22: Problem 20
List the barriers that prevent interbreeding and give an example of each.
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Chapter 22: Problem 20
List the barriers that prevent interbreeding and give an example of each.
These are the key concepts you need to understand to accurately answer the question.
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What is the original source of genetic variation in a population? Which natural factors affect changes in this original variation?
In a population that meets the Hardy-Weinberg equilibrium assumptions, \(81 \%\) of the individuals are homozygous for a recessive allele. What percentage of the individuals would be expected to be heterozygous for this locus in the next generation?
Some critics have warned that the use of gene therapy to correct genetic disorders will affect the course of human evolution. Evaluate this criticism in light of what you know about population genetics and evolution, distinguishing between somatic gene therapy and germ-line gene therapy.
The use of nucleotide sequence data to measure genetic variability is complicated by the fact that the genes of higher eukaryotes are complex in organization and contain \(5^{\prime}\) and \(3^{\prime}\) flanking regions as well as introns. Researchers have compared the nucleotide sequence of two cloned alleles of the \(\gamma\) -globin gene from a single individual and found a variation of 1 percent. Those differences include 13 substitutions of one nucleotide for another and 3 short DNA segments that have been inserted in one allele or deleted in the other. None of the changes takes place in the gene's exons (coding regions). Why do you think this is so, and should it change our concept of genetic variation?
Consider a population in which the frequency of allele \(A\) is \(p=0.7\) and the frequency of allele \(a\) is \(q=0.3,\) and where the alleles are codominant. What will be the allele frequencies after one generation if the following occurs? (a) \(w_{A A}=1, w_{A a}=0.9,\) and \(w_{a a}=0.8\) (b) \(w_{A A}=1, w_{A a}=0.95,\) and \(w_{a a}=0.9\) (c) \(w_{A A}=1, w_{A a}=0.99, w_{a a}=0.98\) (d) \(w_{A A}=0.8, w_{A a}=1, w_{a a}=0.8\)
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