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Florida International University PCB evolution Chapter 8 1)Which information do we need to predict the allelic frequencies after one round of selection in a given population? selection coefficients for each genotype/allelic frequencies in the present generation
Florida International University
PCB evolution
Chapter 8
1)Which information do we need to predict the allelic frequencies after one round of selection in a given population?
- selection coefficients for each genotype/allelic frequencies in the present generation.
- mutation rate/frequency of heterozygotes in the present generation.
- allelic frequencies in the present generation.
- fitness values for each genotype.
- The presence of suggests the of Hardy-Weinberg equilibrium.
- mutation/absence.
- random genetic drift/absence.
- all of the above.
- selection/absence.
- According to the fundamental conclusions of the Hardy-Weinberg Equilibrium principle:
- the allele frequencies throughout generations and (2) if allelic frequencies are given by p and q, are given by .
- will evolve/genotypic frequencies/random genetic drift.
- will not change/genotypic frequencies/p2, 2pq, q2.
- will evolve/genotypic frequencies/p2, 2pq, q2.
- will not change/genotypic frequencies/random genetic drift.
- Selection constitutes a violation of the Hardy-Weinberg equilibrium because .
- it changes allelic frequencies across generations.
- it alters the number of individuals in the population.
- None of the above.
- it changes genotypes across generations.
- From the Population Genetics perspective, evolution is the in the of
across .
- change/frequencies/genotypes/generations.
- change/frequencies/alleles/populations.
- change/frequencies/alleles/generations.
- change/frequencies/mutation rates/generations.
- The selective outcome of overdominance in the population will be .
- an equilibrium state in which both alleles coexist in the population.
- the random fixation of one of the alleles in the population.
- a brief period of time during which both alleles coexist in the population.
- a selective sweep.
- Complete elimination of deleterious recessive alleles from populations by selection is rare because .
- random genetic drift.
- natural selection is random.
- mutation rates are often high.
- heterozygotes hide recessive alleles from selection.
- In an ideal population of infinite individuals the allele frequencies are p=0.2 and q=0.8. If based on these frequencies we calculate the genotypic frequencies and then the allelic frequencies in their offspring, these will be and , respectively.
a) f(AA) = 0.04, f(Aa) = 0.92, f(aa) = 0.04/p' = 0.2, q' = 0.8.
b) f(AA) = 0.16, f(Aa) = 0.48, f(aa) = 0.36/p' = 0.4, q' = 0.6.
c) f(AA) = 0.40, f(Aa) = 0.20, f(aa) = 0.40/p' = 0.2, q' = 0.8.
d) f(AA) = 0.04, f(Aa) = 0.32, f(aa) = 0.64/p' = 0.2, q' = 0.8.
- Imagine an ideal population consisting of an infinite number of individuals with allele frequencies being p=0.4 and q=0.6. If randomly pick 10 males and 10 females, the allelic frequencies in their offspring will be .
- All answers are correct.
- similar to the frequencies in the original population.
- different from the allelic frequencies in the previous generation.
- exactly the same as the frequencies in the original population (no change).
- In a given population with the following genotype frequencies: AA=12, Aa=63, aa=9:(A) the allelic frequencies in the actual population are , (B) the genotypic frequencies expected under Hardy-Weinberg are , (C) the population Hardy-Weinber equilibrium.
a) p = 0.48, q = 0.52/f(AA) = 0.23, f(Aa) = 0.50, f(aa) = 0.27/is not in.
b) all of the above.
c) p = 0.52, q = 0.48/f(AA) = 0.27, f(Aa) = 0.50, f(aa) = 0.23/is not in.
d) p = 0.52, q = 0.48/f(AA) = 23, f(Aa) = 42, f(aa) = 19/is not in.
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