Lecture 11: Quantitative Genetics Flashcards

(24 cards)

1
Q

define a discontinuous trait and give an example

A

clear-cut, ‘either-or’ phenotypes between alternative alleles
eg. all of the traits Mendel studied in peas

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2
Q

how does the phenotype vary in incomplete dominance?

A

the phenotype varies continuously with levels of protein function/the amount of functional gene product

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3
Q

molecular mechanisms of incomplete dominance in snapdragon colour

A

A1: functional enzyme
A2: nonfunctional enzyme

A1A1: red (100% pigment production)
A1A2: pink (50% pigment production)
A2:A2: white (0% pigment production)

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4
Q

how is familial hypercholesteremia an example of incomplete dominance?

A

the heterozygous phenotype (250-500mg/dl) is distinct from and intermediate compared to either homozygous phenotype (<250mg/dl and >500mg/dl)

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5
Q

qualitative trait:
- examples
- mode of inheritance
- environmental effects

A
  • blood and serum types, enzyme defects
  • simple Mendelian (monogene)
  • little environmental effect
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6
Q

quantitative trait
- examples
- mode of inheritance
- environmental effects

A
  • stature height, intelligence, milk yield
  • complex (polygene)
  • moderate to great environmental effect
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7
Q

threshold trait
- examples
- mode of inheritance
- environmental effects

A
  • hare lib, many diseases
  • complex (polygene)
  • moderate to great environmental effect
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8
Q

what kind of distribution does continuous variation typically have?

A

a normal distribution, which is bell-shaped

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9
Q

what is the Mendelian explanation of continuous variation?

A

alleles are incompletely dominant and have additive effects. the more genes or alleles, the more possible phenotypic classes, the greater the similarity to continuous variation

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10
Q

what interaction results in the normal distribution of a quantitative trait?

A

genetic and environmental influences

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11
Q

draw 3 graphs for no of individuals vs trait value:
- two genes, two incompletely dominant alleles
- environmental influences
- normal distribution

A
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12
Q

what could be the result of more than two alleles of the same gene?

A

additional variation might arise

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13
Q

additive alleles

A

contribute to traits in a cumulative manner. the more of a particular allele an individual has, the stronger the expression of that trait

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14
Q

give an example of the impact of additive alleles on human traits

A
  • a handful of ultra rare inherited mutations likely shave years off a person’s life
  • each of these DNA variants can reduce lifespan by as much as 6 months
  • and different combinations dictate how early age-related diseases such as cancer, diabetes, and dementia will develop
  • thus, each variant is an additive allele
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15
Q

define continuous traits and give examples in humans

A

are determined by segregating alleles of many genes that interact together and with the environment
eg height, weight, skin colour

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16
Q

what is another name for continuous traits?

A

quantitative traits

17
Q

continuous traits are usually

18
Q

three categories of quantitative traits

A

meristic (counting traits): takes on a range of discrete values. these traits are quantitative, but restricted to certain discrete values (eg salamander spots)

continuous traits: takes on a potentially infinite number of states or values over a continuous range (eg height)

threshold trait: individuals who have a certain number of risk factors will exceed a threshold and develop the disease.

19
Q

do threshold traits follow Mendelian rules?

A

no, they do not follow simple Mendelian rules or produce Mendelian ratios in pedigrees

20
Q

give an example of environmental modification of certain mutations

21
Q

quantitative trait locus (QTL)

A

region of the genome that correlates with the quantitative trait and may contain the genes affecting the quantitative trait

22
Q

how can quantitative traits be described by a frequency distribution?

A

frequency distributions associated with each genotype at the QTL overlap. we cannot determine genotype by simply looking at an individual’s phenotype as we can with genes that segregate in Mendelian ratios

23
Q

how does our predictive power of genotype from phenotype vary with trait value? draw a graph

A

at either end (low or high trait value) we can guess the genotype from the phenotype. however, at intermediate trait values, this is very hard

24
Q

phenotype =

A

genotype + environment