Population genetics Flashcards

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1
Q

Population genetics

A

Concerned with changes in genetic variation within a group of individuals over time

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2
Q

Gene pool

A

All alleles of every gene in a population (all alleles for a gene in a population)

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3
Q

Population

A

A group of interbreeding individual that share a gene pool (Same species interbreeding)

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4
Q

Population is ___________ because they may change size, location, genetic makeup

A

Dynamic

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5
Q

In population ____________ genes are rare but ______________ genes are common

A

Monomorphic, Polymorphic

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6
Q

Polymorphism (polymorphic genes)

A

When one gene displays many different phenotypes (phenotype variation) in a population

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7
Q

Monomorphic genes

A

When one gene display one phenotype within a population

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8
Q

Allele frequency formula

A

Allele freq. : # of copies of an allele in a population/ total # of all alleles for that gene in a population

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9
Q

Genotype freq. formula

A

Genotype freq. : # of individuals with a particular genotype in a population / total # of individuals in a population

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10
Q

Whether its allele frequency or genotype frequency they add up to _______

A

1 (100%)

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11
Q

The ___________________ equation can be used to calculate genotype frequencies base on alleles frequencies

A

Hardy-Weinberg equation

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12
Q

Hardy - Weinberg Equilibrium

A

The allele & genotype frequencies don’t change over generations (Basically says that evolution change is not occuring)(Would be the null hypothesis)

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13
Q

Hard- Weinberg equation

A

A2+ 2Aa + a2 = 1 (A- Big allele, a- little allele, 2Aa - big & little allele)

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14
Q

_____________ can be used to detect evolutionary change

A

Hardy-Weinberg

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15
Q

Can use a __________ to determine whether or not a population exhibits hardy-weinberg equilibrium for a gene, where if a population is not in equilibrium then means evolution has occur

A

Chi square test

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16
Q

When “a” increase then phenotype “aa” increase & “AA” ___________

A

Decreases

17
Q

A real population is not at _____________ due to migration & natural selection so the observed data wouldnt equal expected data

A

Equilibrium