Chapter 21: Problem 12
Under what circumstances might a lethal dominant allele persist in a population? Assume that a recessive autosomal disorder occurs in 1 of 10,000
Chapter 21: Problem 12
Under what circumstances might a lethal dominant allele persist in a population? Assume that a recessive autosomal disorder occurs in 1 of 10,000
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Get started for freeIf 4 percent of a population in equilibrium expresses a recessive trait, what is the probability that the offspring of two individuals who do not express the trait will express it?
One of the first Mendelian traits identified in humans was a dominant condition known as brachydactyly. This gene causes an abnormal shortening of the fingers or toes (or both). At the time, some researchers thought that the dominant trait would spread until 75 percent of the population would be affected (because the phenotypic ratio of dominant to recessive is 3: 1 ). Show that the reasoning was incorrect.
A recent study examining the mutation rates of 5669 mammalian genes \((17,208\) sequences) indicates that, contrary to popular belief, mutation rates among lineages with vastly different generation lengths and physiological attributes are remarkably constant [Kumar, S., and Subramanian, S. \((2002) .\) Proc. Natl. Acad. Sci.USA99:803-808|.Theaveragerateisestimatedat12.2 \(\times 10^{-9}\) perbp per year. What is the significance of this finding in terms of mammalian evolution?
The original source of new alleles, upon which selection operates, is mutation, a random event that occurs without regard to selectional value in the organism. Although many model organisms have been used to study mutational events in populations, some investigators have developed abiotic molecular models. Soll et al. (2006. Genetics 175:267-275) examined one such model to study the relationship between both deleterious and advantageous mutations and population size in a ligase molecule composed of RNA (a ribozyme). Soll found that the smaller the population of molecules, the more likely it was that not only deleterious mutations but also advantageous mutations would disappear. Why would population size influence the survival of both types of mutations (deleterious and advantageous) in populations?
A farmer plants transgenic Bt corn that is genetically modified to produce its own insecticide. Of the corn borer larvae feeding on these Bt crop plants, only 10 percent survive unless they have at least one copy of the dominant resistance allele \(B\) that confers resistance to the Bt insecticide. When the farmer first plants Bt corn, the frequency of the \(B\) resistance allele in the corn borer population is \(0.02 .\) What will be the frequency of the resistance allele after one generation of corn borers have fed on Bt corn?
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