Chapter 26: Problem 25
List the barriers that prevent interbreeding, and give an example of each.
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Key Concepts
These are the key concepts you need to understand to accurately answer the question.
Chapter 26: Problem 25
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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Get started for freeRecent reconstructions of evolutionary history are often dependent on assigning divergence in terms of changes in amino acid or nucleotide sequences. For example, a comparison of cytochrome c shows 10 amino acid differences between humans and dogs, 24 differences between humans and moths, and 38 differences between humans and yeast. Such data provide no information as to the absolute times of divergence for humans, dogs, moths, and yeast. How might one calibrate the molecular clock to an absolute time clock? What problems might one encounter in such a calibration?
Consider rare disorders in a population caused by an autosomal recessive mutation. From the frequencies of the disorder in the population given, calculate the percentage of heterozygous carriers: (a) 0.0064 (b) 0.000081 (c) 0.09 (d) 0.01 (e) 0.10
A recent study examining the mutation rates of 5669 mamma- lian 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 \([\mathrm{Kumar}, \mathrm{S},,\) and Subramanian S. \((2002) .\) Proc. Natl. Acad Sci. USA \(99: 803-808]\). The average rate is estimated at \(12.2 \times 10^{-9}\) per bp per year. What is the significance of this finding in terms of mam- malian evolution?
If 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?
Assume that a recessive autosomal disorder occurs in 1 of 10,000 individuals (0.0001) in the general population and that in this population about 2 percent (0.02) of the individuals are carriers for the disorder. Estimate the probability of this disorder occurring in the offspring of a marriage between first cousins. Compare this probability to the population at large.
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