Key for First Exam, 1996

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  1. [10 points] Some human populations show a very slight sex bias, with probability 0.53 of a child being a boy and 0.47 of being a girl. Assume these probabilities in your answers for this question.

  2. [5 points] Suppose individuals with genotypes AA and Aa show the "dentist" phenotype, while aa individuals show the "chiropractor" phenotype. When an individual showing the unfortunate "dentist" phenotype is crossed to a "chiropractor" individual, all of their five offspring show the dentist phenotype. What is the probability of this if the "dentist" parent is really Aa?

  3. [5 points] Recall that squirrel monkeys have trichromatic females when both copies of the X chromosome contain different color vision alleles (i.e., heteroyzgous females are trichromatic). Suppose there are three such alleles, with frequencies 1/4, 1/4, and 1/2. What is the probability of a trichromatic female?

  4. [25 Points] 2000 Gametes from an AaBbCc individual are scored, with the following numbers seen:

    ABC 0aBC 28
    ABc 17aBc 945
    AbC 955abC 23
    Abc 32abc 0

  5. [5 Points] Why is it the case that human males are more likely to be deficient in either red or green color vision rather than blue color vision?

      Red & Green genes are on the X chromosomes (and hence mutants are expressed in all males), blue on the autosomes.

  6. [5 Points] Contrast chromosomal sex determination in flies with that in humans.

      Flies: X-autosome ratio (X:A = 1:1 = females, X:A = 1:2 = male)

      humans: presence/absence of Y chromosome.

  7. [5 Points] Give two different mechanisms (and an example of a species in which each occurs) in which dosage compensation is achieved.

      Humans -- inactivate all but one X

      Flies: Double leveles of gene expression on single X in males

  8. [5 Points] Define both Penetrance and expressivity .

      Penetrance: Fraction of a genotype that show the disease (or trait)

      Expressivity: Extent to which a trait (disease) shows variablity of expression when present

  9. [5 Points] Looking at paired chromosomes in meiosis, how would one distinguish between an individuals heterozygous for an inversion and an individual heterozygous for a translocation? You can use a drawing, if you wish.

      Inversions: appear as chromosome loops

      Translocations: appear cruciform structures involving mutliple chromosomes

  10. [20 Points] Consider the following three coat-color genes, which have the following phenotypes: D- = full color; dd = dilute color; A-B- = Gray, A-bb = Black, aaB- = brown, aabb = cinnamon. D is unlinked to A and B, while A and B are linked at recombination frequency c=0.2. What are the expected frequencies of the eight possible coat phenotypes in the offspring of a cross of ABD/abd to abd/abd ?

      Here, the second parent only gives abd gametes

      For the first parent, consider A-B first. The parental gametes AB, ab each have frequency (1/2)(1-c) = 0.8/2 = 0.4, while the recombinant gametes Ab, Ab each have frequency (c/2) = 0.2/2 = 0.1. Since D assorts independently, each gamete contains D or d with frequency (1/2). Putting all these together gives

      ABD (0.4)(1/2) = 0.2 Full color gray
      ABd (0.4)(1/2) = 0.2 dilute gray
      AbD (0.1)(1/2) = 0.05 full color black
      Abd (0.1)(1/2) = 0.05 dilute black
      aBD (0.1)(1/2) = 0.05 brown
      aBd (0.1)(1/2) = 0.05 dilute brown
      abD (0.4)(1/2) = 0.2 cinnamon
      abd (0.4)(1/2) = 0.2 dilute cinnamon

  11. [5 Points] The following 3 (unordered) octads types are seen on an AaBb parent:

    Type 1 (AB, AB, AB, AB, ab, ab, ab, ab) Frequency = 56%
    Type 2 2 (AB, AB, ab, ab, Ab, Ab, aB, aB) Frequency = 26%
    Type 3 2 (Ab, Ab, Ab, Ab, aB, aB, aB, aB) Frequency = 18%

    What is the A-B recombination frequency?

      c = Freq(NPD) + (1/2) Freq(T) = .18 + (1/2)(0.26) = 0.31

  12. [5 Points] In a study to estimate mutation rate, 1000 flasks, each containing 107 cells are examined. If 125 of the flasks are mutant-free, what is the estimated mutation rate?

      u = [ - ln (125/1000) ] / 107 = 2.08 x 10 -7