2. hardy Weinberg equation Flashcards

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1
Q

define alley frequency

A

proportion of a allele in gene pool

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2
Q

define genotype

A

proportion of each genotype (x1x1,x2x2,etc) in the population

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3
Q

we learned that if allele or genotype frequnecy is occurring this means

A

evolution is occurring

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4
Q

allele frequency equation is .

A

of copies of the allele in the population / total # of all alleles in the population

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5
Q

many forms of alleles is called

A

polymorphic

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6
Q

name 3 genotypes

A

AA(homo domo) , Aa(hetero) , aa (homo recessive)

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7
Q

give equation for frequency of allele A

A

2N AA = N Aa / 2N

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8
Q

give equation for frequency of allele a

A

2N aa + N Aa / 2N

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9
Q

if there is only 1 allele its freuqunecy willl always be?

A

1 therefore it is fixed and the population is monomporphoc

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10
Q

p =

A

frequency of allele A

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11
Q

q =

A

frequency of alllele a

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12
Q

genetic structure of a population =

A

allele and genotype freuqndcy

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13
Q

hardy Weinberg equilibrium means?

A

condition where allele frequency DOES NOT change so evolution does NOT occur

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14
Q

what are the condones that use be met for hard Weinberg equilibrium (5)

A
  1. random mating 2. population size is infinite (genetic drift happens in small populations) 3. no mutation 4. no gene flow 5. no natural selection
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15
Q

if all these condones (5) are hold then the allele frequencies will?

A

remain constant

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16
Q

what is the 2nd hardy weignbery problem

A

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

17
Q

after 1 gen. of random mating the allele frequencies are ______ and the genotype freuqncies ……

A

unchanged
return to hard weignberg expectations

18
Q

why is it important when no expectation is happening?

A

use full to predict genotype frequencies from allele freuqncies

19
Q

PRACTICE : within a population of butterflies the color brown (B) is dominant over the color white (b) and 40% of all butterflies are white. Given the simple information calculate the following:
1. the % of butterflies in the population that are heterozygous
2. the frequency of homozygous dominant individuals

A

hehe look at the back of the lesson for math
1. 46.5%
2. 0.135