Shaping Evolutionary Theory (Chp.27) Flashcards

(35 cards)

1
Q

The Hardy-Weinberg Equilibrium measues what?

A

evolution using math

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1
Q

what is the allele frequency equation?

A

p+q+1

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2
Q

allele frequency

A

percentage of gene pool that prcentage takes up

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3
Q

what is the equation for the genotype frequency?

A

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

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4
Q

when would you measure the allele frequency?

A

in order to see how the population has evolved

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5
Q

p^2 tells you

A

the homozygous dominant

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6
Q

2pq tells you

A

the heterozygous trait

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7
Q

q^2 tells you

A

the homozygous recessive trait

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8
Q

in order for a population to stay at an equilibriam there must be

A

no mutation, no selection, no gene flow, and no genetic drift

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9
Q

equilibriam

A

to not change

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10
Q

mathmatical equations can show

A

if populations were evolving based on allele frequencies

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11
Q

if the allele frequency changed

A

a population will evolve

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12
Q

allele frequencies are the percentage of

A

dominant and recessive alleles in a population

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13
Q

gene flow

A

when indiviuals move into or out of a population

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14
Q

if the rate of migration is high the

A

allele frequency will change

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15
Q

mutation

A

changing form, also changes allele frequency

16
Q

mutates from dominant form to recessive form

A

P will become higher Q will become lower
one form is selected over the other

17
Q

selection

A

produces change in phenotype and allele frquencies

18
Q

genetic drift

A

random change in allele frequencies that occur in a small population

19
Q

what two conditions will genetic drift occur under?

A

bottleneck effect and the founder effect

20
Q

the bottleneck effect

A

populations suddenly get smaller, possibly caused by a natural disaster such as a forest fire

allele frequencies of the survivors may be different from original population

21
Q

the founder effect

A

when a few inviduals find a new population

allele frequencies of founders may be different from allele frequencies of population left

22
Q

specitation

A

population changes so much it can no longer interbreed with other populations

a new species is formed

23
Q

allopatric speciation

A

physical geographic barrier separates population

24
example of allopatric specitation
rivers, oceans, mountain chains
25
sympatric speciation
no physical barrier there must be isolation mechanisms that prevent gene flow from ocurring between two populations
26
prezygotic isolating mechanisms
prevent reproductive attempts or make reproduction unlikely if mating is attempted
27
habital isolation
due to a geographic barrier
28
temporal isolation
separating species due to different mating times
29
behavioral isolaion
chirping behavior, barking, etc isolates species from one anotehr
30
postzygotic isolation
operate after sperm meets the agg and prevents hybrid offspring from reproducing
31
adaptive radiation
increase in number
32
convergent evolution
similar trait eveoles in 2 different species and makes them look similar even though they are unrelated
33
analogous struture
wings, since there is not a close relation between wing structures
34
analogous
opposite of homologous