Popgen 8: suppose two alleles, C and D, control flower color, CC plants have red flowers, while CD and DD plants have pink flowers. Suppose that in a population of 1000 individuals, I count 840 pink flowered plants. Assuming that the population is in Hardy- Weinberg equilibrium, what is the frequency of the allele C? Correct answer is 0.4 but dont know how to solve for it.
Popgen 9: Popgen 9: Consider a process of one-way migration from a very large population into a small population. A gene has two alleles A1 and A2. The frequency of A1 in the small population (p-small) is 0.3, and the frequency of A1 in the large population (p-large) is 0.8. Assuming a migration rate of m = 0.1, and no mutation, selection, or genetic drift, what do you expect to see in the next generation?
Popgen 14: Recall our model of one-way migration from a large mainland onto a small island. Consider two alleles A1 and A2. The frequency of allele A1 on the mainland (p-mainland) is 0.2, while the frequency of A1 on the island (p-island) is 0.8. The rate of migration from the mainland to the island per generation is 0.1. What is the expected value of p'-island, the frequency of A1 on the island after one generation?
Popgen 8: suppose two alleles, C and D, control flower color, CC plants have red flowers, while CD and DD plants have pink flowers. Suppose that in a population of 1000 individuals, I count 840 pink flowered plants. Assuming that the population is in Hardy- Weinberg equilibrium, what is the frequency of the allele C? Correct answer is 0.4 but dont know how to solve for it.
Popgen 9: Popgen 9: Consider a process of one-way migration from a very large population into a small population. A gene has two alleles A1 and A2. The frequency of A1 in the small population (p-small) is 0.3, and the frequency of A1 in the large population (p-large) is 0.8. Assuming a migration rate of m = 0.1, and no mutation, selection, or genetic drift, what do you expect to see in the next generation?
Popgen 14: Recall our model of one-way migration from a large mainland onto a small island. Consider two alleles A1 and A2. The frequency of allele A1 on the mainland (p-mainland) is 0.2, while the frequency of A1 on the island (p-island) is 0.8. The rate of migration from the mainland to the island per generation is 0.1. What is the expected value of p'-island, the frequency of A1 on the island after one generation?
