a)Calculate the frequencies of A1A1, A1A2 and A2A2 genotypes in generation 1 if the initial population (in generation 0) consists of 0.3 A1A1, 0.4 A1A2, and 0.3A2A2 genotypes.
(b) What allelic and genotypic frequencies will occur in generation 2?
(c)What must you assume to answer these questions?
a)Calculate the frequencies of A1A1, A1A2 and A2A2 genotypes in generation 1 if the initial population...
If the genotypes A1A1, A1A2, and A2A2 have frequencies 0.5, 0.25, and 0.25 respectively, what are the frequencies of the A1 and A2 alleles? b) After a single generation of random mating, what are the expected frequency of A1A1, A1A2 and A2A2 in the offspring? c) If A2 is a recessive allele causing freckles, how many freckled offspring do you expect if there are 441 offspring in total?
Imagine a population that has 180 A1A1 individuals, 144 A1A2 individuals, and 175 A2A2 individuals. Male A1A1 is the preferred mate of females and gets all the matings. What would the genotype frequencies be for the A1A2 offspring of this population? Answer to 2 decimal places.
At a biallelic locus, suppose that genotypes A1A1, A1A2, and A2A2 have relative fitnesses 1, 1.02, and 1.03 and that the frequency of A1 is p = 0.1. (a) What is the population’s mean relative fitness? (b) What are the “marginal” or allele-specific relative fitnesses of A1 and A2? (c) What is the expected frequency of A1 in the following generation?
Scientists have identified three genotypes (A1A1, A1A2, A2A2) at a locus encoding the enzyme peroxidase in Ponderosa pine trees growing at Crater Lake. The observed number of individuals we these genotypes are given below: A1A1 = 135 A1A2 = 44 A2A2 = 11 Calculate the EXPECTED number of individuals with each genotype, as predicted under Hardy-Weinberg equilibrium. Carry out a chi-square goodness-of-fit test on the observed and expected numbers of individual Ponderosa pine trees given. What is the chi-square value...
Imagine a population that has 179 A1A1 individuals, 184 A1A2 individuals, and 26 A2A2 individuals. Male A1A1 is the preferred mate of females and gets all the matings. What would the genotype frequencies be for the A1A2 offspring of this population?
(Hardy Weinberg Equation) In a population of rabbits, there are 423 A1A1, 1484 A2A2, and 1661 A1A2 individuals. If the enviornment changes so that the homozygous recessive genotype suffers a reduction of fitness where it's fitness is now 0.59 , but the other genotypes are unaffected, what will be the frequency of the dominant allele in the NEXT generation?
You are studying a population of milkweeds and you find the following allele frequencies: f(A1A1) = 0.36 f(A1A2) = 0.48 f(A2A2) = 0.16 If the fitness of the heterozygote (w12) is 0.9 and the average fitness of the population is 0.916, what do we expect the new frequency of the heterozygote genotype to be in the next generation?
Consider a population of 5694 adults, with the following numbers of different genotypes: A1A1 - 15 individuals A1A2- 1224 individuals A2A2 - 4455 individuals ) Find the frequency of A 2) Estimate the fitness of each genotype as the ratio of observed/expected adults. (Use the Hardy-Weinberg frequencies, given your calculated value of p, as the "expected" values.) 3) Plot W vs. p for this case (where p is the frequency of Aj) 4) Find all stable equilibrium value(s) of p....
please answer all questions. 3) In a given population, the egg-to-adult survival rates of genotypes A1A1, A1A2, and A2A2 are 70, 80, and 90 percent respectively, and their fecundity values are 90, 150, and 200 eggs per female respectively. a) Calculate the absolute fitnesses (W) and relative fitnesses (w) of these genotypes. b) Which of these genotypes do you expect to increase in frequency over time? Explain.
A population is made solely of 152 A2A2 individuals. 7 A1A1 individuals migrate in and contribute to the mating pool. What is the frequency of A1A2 individuals in the offspring? Answer to 2 decimal places.