Recent 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?

Short Answer

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Answer: To calibrate a molecular clock to an absolute time clock, a point of reference with known divergence time from the fossil record or geological evidence is needed. This reference is used to estimate the mutation rate, which can then be applied to other species pairs to estimate their divergence time. Potential problems that might arise during calibration include inaccurate reference points, variability in mutation rates, horizontal gene transfer, selection pressure, and multiple substitutions at the same site, which can affect the calibration process and divergence time estimation.

Step by step solution

01

Understand the molecular clock concept

A molecular clock is a concept in molecular evolution that uses the rate of genetic mutations to estimate the time of divergence between different species. It is based on the idea that genetic mutations progress at a relatively constant rate over time. In this case, we have information about the differences in cytochrome c sequences between humans, dogs, moths, and yeast.
02

Calibrating the molecular clock

To calibrate the molecular clock to an absolute time clock, we need a point of reference with known divergence time, typically obtained from the fossil record or other geological evidence. Once we have this reference point, we can establish the mutation rate by comparing the molecular differences between species with the known divergence time. This mutation rate can then be applied to other species pairs to estimate the time of their divergence. For example, suppose we have information about the divergence time between two species with 10 amino acid differences in cytochrome c. If this divergence time is known to be 50 million years, we can estimate a mutation rate of 10 differences / 50 million years = 1 difference every 5 million years. We can now use this rate to estimate the divergence time between other species.
03

Enumerate potential problems in calibration

There are several potential problems one might encounter when calibrating the molecular clock to an absolute time clock: 1. Inaccurate reference points: The fossil record or other geological evidence used for initial calibration might be incomplete or inaccurate, leading to incorrect mutation rate estimations. 2. Variability in mutation rates: Mutation rates might not be constant over time or across different lineages. This could lead to over- or underestimation of divergence times. 3. Horizontal gene transfer: Some organisms, particularly microbes, may exchange genetic material through horizontal gene transfer, which can complicate the interpretation of molecular clock data. 4. Selection pressure: Positive or negative selection pressure on specific genes might influence mutation rates, affecting the accuracy of the molecular clock. 5. Multiple substitutions: If multiple substitutions occur at the same site, the number of observed differences may not accurately reflect the actual number of mutations that have occurred. This is known as saturation and can lead to underestimation of divergence times. In conclusion, calibrating a molecular clock to an absolute time clock requires obtaining a reliable reference point with known divergence time and estimating the mutation rate based on this data. However, there are several potential problems related to the accuracy of the reference points, variability in mutation rates, horizontal gene transfer, selection pressure, and multiple substitutions that can affect the calibration process and divergence time estimation.

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Most popular questions from this chapter

A form of dwarfism known as Ellis-van Creveld syndrome was first discovered in the late 1930 s, when Richard Ellis and simon van Creveld shared a train compartment on the way to a pediatrics meeting. In the course of conversation, they discovered that they each had a patient with this syndrome. They published a description of the syndrome in \(1940 .\) Individuals with this syndrome have a short-limbed form of dwarfism and often have defects of the lips and teeth, and polydactyly (extra fingers). The largest pedigree for the condition was reported in an Old Order Amish population in eastern Pennsylvania by Victor McKusick and his colleagues \((1964) .\) In that population of \(8000,\) the observed frequency is 2 per \(1000 .\) In all cases, parents of children with the syndrome were unaffected, and all cases can be traced to Samuel King and his wife, who arrived in the area in \(1774 .\) It is known that neither King nor his wife was affected with the disorder. There are no cases of the disorder in other Amish communities, such as those in Ohio or Indiana. (a) From the information provided, derive the most likely mode of inheritance of this disorder. Using the Hardy-Weinberg law, calculate the frequency of the mutant allele in the population and the frequency of heterozygotes, assuming Hardy-Weinberg conditions. (b) What is the most likely explanation for the high frequency of the disorder in the Pennsylvania Amish community and its absence in other Amish communities?

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.

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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?

CONCEPT QUESTION Read the Chapter Concepts liston page 412 All these pertain to the principles of population genetics and the evolution of species. Write a short essay describing the roles of mutation, migration, and selection in bringing about speciation.

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