ch 25 Flashcards

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1
Q

genetic rescue

A

– introduction of new genetic variation into an inbred population

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2
Q

Small populations lose….

A

genetic variation over time through inbreeding and genetic drift (change in allelic frequency).

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3
Q

Migration introduces…

A

new genetic variation that counteracts the effects of genetic drift and inbreeding.

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4
Q

Almost all organisms exhibit

A

phenotypic
variation.

Much of this variation is hereditary

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5
Q

Genetic variation is the basis of

A

all evolution.

The extent of genetic variation within a population affects its potential to adapt to environmental change

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6
Q

Mendelian population

A

– a group of interbreeding, sexually reproducing individuals that have a common set of genes – the gene pool.

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7
Q

Genotypic frequency:

A

Number of individuals possessing the genotype divided by total number of individuals in sample

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8
Q

Genotypic frequency equations

A

f(AA) = # AA individuals/N

f(Aa) = # Aa individuals/N

f(aa) = # aa individuals/N

N: total # of individuals

f: frequency each genotype.

The sum of all genotypic frequencies always equals 1.

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9
Q

Allelic frequency

A

Number of copies of a particular allele present in a sample divided by total number of alleles

The gene pool of a population can also be described in terms
of allelic frequencies.

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10
Q

Allelic frequency equation

A

frequency of an allele =
# copies of the alleles /
# copies of all alleles at
the locus in a population

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10
Q

Calculating allelic frequencies

A

look at slide 7

For a locus with only two alleles (A and a), the frequencies are
usually represented by p (dominant) and q(recessive).

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11
Q

X-linked loci allelic freq

A

slide 8

When calculating allelic frequencies for genes at the X-linked loci, we apply the same principles, but females possess 2 X chromosomes (and therefore has two X-linked alleles)

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12
Q

How many alleles are in this population? 6129 individuals

A

12,258

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13
Q

What is the allele frequency of LM and LN?
LM indiv= 1787
LMN indiv= 3039
LN indiv= 1303

A

LM = (1787*2) + 3039/12,258 =0.54

LN = (1303*2) + 3039/12,258 =0.46

should equal 1

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14
Q

The Hardy-Weinberg principle

A

mathematical relationship
between allele frequencies and genotype frequencies

allows prediction of population’s genotype frequencies from its allele frequencies

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15
Q

The Hardy-Weinberg principle equations

A

p + q = 1
p^2 + 2pq + q^2 = 1
p^2 + 2pq + q^2 = p + q

16
Q

When are we in HWE and accept hypoth

A

If allele frequencies are the same

if changed not in HWE and reject null

17
Q

random mating

A

The key assumption underlying the Hardy-Weinberg principle

If mating is random and no differential survival or
reproduction exists among members of the
population, the Hardy-Weinberg genotype
frequencies persist generation after generation

18
Q

Assumptions for Hardy-Weinberg

A

Populations are usually not in Hardy Weinberg equilibrium (at least, not for all of
the genes in their genome).

Populations tend to evolve: the allele
frequencies of at least some of their genes
change from one generation to the next

19
Q

Exceptions to the Hardy Weinberg Principle

A

Nonrandom mating
Unequal survival
Population subdivision
Migration
Finite population size

20
Q

genetic drift

A

Small population size can cause a random
change in allele frequencies

due to a
sampling effect.
– Sampling effects are most important when the
allele is present in a small number of copies.

21
Q

random genetic drift

A

Uncertainties of genetic transmission can lead to random changes in allele frequencies

The alleles of segregating genes are randomly incorporated into gametes. There is always uncertainty as to which allele a given offspring will receive

22
Q

large VS small pop sizes in genetic drift

A

In large populations, the effect of genetic drift is
minimal.

In small populations, genetic drift may be the
primary evolutionary force.

23
Q

natural selection

A

selection for survival and
reproduction in the face of competition

The mechanism that changes
the physical and behavioral characteristics of a species

24
Q

Fitness

A

symbolized by W, is the relative reproductive success of a genotype
– the reproductive success of one genotype compared to
another genotype in the population!

25
Q

Relative Fitness

A

Does not give the absolute reproductive abilities of the
different genotypes in the two habitats.

Does tell us how well each genotype competes with the other genotypes within a particular environment.

If s1 = 1, then aa is effectively a lethal genotype (it’s relative fitness is 0), and we would expect natural selection to reduce the frequency of the a allele in the population.

If s1 is very small, 0.01, natural selection will still reduce the frequency of allele a, but very slowly.

26
Q

To calculate fitness for each genotype

A

, the mean number of
offspring produced by each genotype is divided by the mean number of offspring produced by the most prolific genotype.

slide 49

To calculate fitness of each genotype;
W 1,1 = 10/10 = 1
W 1, 2 = 5/10 = 0.5 - use 10 bc most fit NOT total
W 2, 2 = 2/10 = 0.2

27
Q

calculating selection coefficient

A

-In each environment, the fitness of the superior genotype(s) is defined as 1

-The fitness of the inferior genotype(s) is expressed as a deviation from 1

-The fitness deviation (s) is the selection coefficient,
which is the relative intensity of selection against a genotype.

To calculate selection coefficient (1-W);
s11 = 0
s12 = 0.5
s22 = 0.8