A gene at an autosomal locus in one individual in a population of 24 barn cats
undergoes mutation to a new neutral allele.
What is the probability that the allele eventually becomes fixed?
What is the probability that it eventually becomes lost?
What are the answers if the mutant gene is X-linked and the population consists of
equal numbers of males and females?’
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Given a diploid sexual population of mammals where mutation, selection and migration do not occur, and where these individuals mate at random within a population, First explain what effective population size means relative to a census population size. Then, if a population of 200 individuals is composed of 140 females and only 60 males, what is its effective population size (Ne) across the following parts of a genome due only to this difference in the proportion of each gender: At...
Given a diploid sexual population of mammals where mutation, selection and migration do not occur, and where these individuals mate at random within a population, First explain what effective population size means relative to a census population size. Then, if a population of 200 individuals is composed of 140 females and only 60 males, what is its effective population size (Ne) across the following parts of a genome due only to this difference in the proportion of each gender: At...
Coat color in cats is partially determined by the X-linked O locus. OO females and OY males are orange, while oo females and oY males are black. Oo females are a mosaic of orange and black (calico cats). In a population of cats where this locus is at Hardy-Weinberg equilibrium, 4% of males are orange. a) What is the frequency of the o (black) allele in the population? ____________ b) What is the expected frequency of calico cats in this population, assuming equal...
Mutations are the ultimate source of genetic variation. However, they usually occur at very low frequency. Assume a mutation resulting in a novel allele occurs in a gene of one individual in a population of 500 diploid individuals. The allele does not affect the fitness of the individual carrying the mutation. How long will it take for the allele to reach a frequency of 0.5 in the population? A. It cannot reach a frequency of 0.5. It will eventually reach...
3. Initial cross: Now become familiar with the phenotype of Cy/Pm D/Sh fties and with the phenot of the mutant stock of flies your instructor has chosen for you to identify as to linkage group To locate the selected mutant gene in its linkage group or chromosome, roceed as follows: Select virgin females homozygous for the mutant gene arbitrarily designate the allele as m) that you are to locate. Mate such virgin mutant females to Cy/Pm D/Sb males. 4. What...
Question 2: In an outbreeding diploid population, an autosomal locus has two alleles, A1 and A2. You observe the allele frequencies of A1 and A2 are both equal to 0.5, and the relative fitnesses of the three genotypes (A1A1, A1A2, and A2A2) are equal to 2, 1.5, and 1, respectively. A) Which allele will become fixed in this population? (1 point) **The recessive beneficial allele A2A2 will eventually become fixed in the population (A2A2=1) B) What is the allele frequency...
Please answer all of the following questions and show all work as
well please.
Innn As you already know, color-blindness is an X-linked recessive trait. The frequency of males afflicted by the trait is 8% in the general population. Which of the following statements accurately describes the approximately 5,000 students (3,000 females and 2,000 males) that go to Fisher? [Again, assuming that Fisher is representative of the general population.] 1 400 males and 32 females are likely colorblind. (2) 13...
A certain population contains equal numbers of males and females. 40% of the population has long hair. 35% of the population is female with long hair. If an individual is randomly selected from this population, the probability that the individual is female or has long hair (or both) is
A certain population contains equal numbers of males and females. 40% of the population has long hair. 35% of the population is female with long hair. If an individual is randomly selected from this population, the probability that the individual is female or has long hair (or both) is
4. The Hardy-Weinberg Proof. Consider a gene that has only two alleles R (dominant) and r (recessive). The sum total of all R plus all r alleles equals all the alleles at this gene locus, or 100% of all the alleles for that gene. Let p = the percentage or probability of all R alleles in the population. Let q = the percentage or probability of all r alleles in the population. If all R + all r alleles =...