4.population genetics2
TRANSCRIPT
-
8/7/2019 4.POPULATION GENETICS2
1/26
yaniNHS.bio.kmpk
-
8/7/2019 4.POPULATION GENETICS2
2/26
yaniNHS.bio.kmpk
Define gene pool and populationalong with the relationship withthe Hardy-Weinberg equation.
Use the Hardy-Weinbergequation to calculate the allele
frequency in a population.
-
8/7/2019 4.POPULATION GENETICS2
3/26
yaniNHS.bio.kmpk
A group of individuals of the
same species living in thesame area that can freelyinterbreed and produce
fertile offspring naturally
-
8/7/2019 4.POPULATION GENETICS2
4/26
yaniNHS.bio.kmpk
The study of genetic changes
in population Considers all of the allelesin a population
Potential for changes depends
on the gene pool and genefrequency
-
8/7/2019 4.POPULATION GENETICS2
5/26
yaniNHS.bio.kmpk
All the genes and their alleles that are present inthe population of the particular species of organism
Includes all possible alleles of all genes present inthe population
Will be in genetic equilibrium from one generationto another as long as there is no factors disturbing
or changing the frequency of allele
-
8/7/2019 4.POPULATION GENETICS2
6/26
yaniNHS.bio.kmpk
Example :
Tall trait controlled by 2 alleles; dominant A and rescessive a.Assuming that genotype of the individuals in the populationcan be TT,Tt and tt
Population : 100, 000 individuals
If the number of individuals with genotype TT : 50, 000Tt : 40, 000tt : 10,000
Gene Pool : 2 (50,000 + 40,000 + 10,000)= 200,000 alleles
-
8/7/2019 4.POPULATION GENETICS2
7/26
yaniNHS.bio.kmpk
y The ratio of the total number of a given alleleto the total number of all alleles of that gene inthe pool or population
y Can be expressed as fraction / percentage /
decimal
Frequency of dominant allele (p)= No. of dominant alleles
total alleles in population
Frequency of recessive allele (q)= No. of recessive alleles
total alleles in population
-
8/7/2019 4.POPULATION GENETICS2
8/26
yaniNHS.bio.kmpk
Frequency of allele A (p)
Frequency of allele a (q)
p + q = 1
-
8/7/2019 4.POPULATION GENETICS2
9/26
yaniNHS.bio.kmpk
Example :
Population consist of 40 Individual AA, 47 Aa and 13 aa
AA Aa aa Total
No.Individual
40 47 13 100
No. Alelle,A 80 47 0 127
No. Alelle, a 0 47 26 73
Total allele 200
-
8/7/2019 4.POPULATION GENETICS2
10/26
yaniNHS.bio.kmpk
Allele Frequencies (p) ,A
= 127/200= 0.635
Allele Frequencies (q) , a
= 73/200= 0.365
Total allele frequencies (p+q) = 0.635 + 0.365
= 1
-
8/7/2019 4.POPULATION GENETICS2
11/26
yaniNHS.bio.kmpk
Example :
Population : 100, 000 individuals
If the number of individuals with genotypeTT : 50, 000,Tt : 40, 000, tt : 10,000
TT TtFrequency of T allele = (50,000 x 2 ) + (40,000 x 1)
100,000 x 2= 0.7
Frequency of t allele = (40,000 X 1) + (10,000 X 2)100,000 X 2
= 0.3
-
8/7/2019 4.POPULATION GENETICS2
12/26
-
8/7/2019 4.POPULATION GENETICS2
13/26
yaniNHS.bio.kmpk
Example :
Individual genotypes = 40 AA, 47 Aa & 13 aa
Genotype Frequencies :
- Homozygous dominant : 40/100 = 0.40- Heterozygous : 47/100 = 0.47- Homozygous recessive : 13/100 = 0.13
-
8/7/2019 4.POPULATION GENETICS2
14/26
yaniNHS.bio.kmpk
A population
whose allele and genotype
frequencies do not
change from generation
to generation
-
8/7/2019 4.POPULATION GENETICS2
15/26
yaniNHS.bio.kmpk
In 1908- G. H. Hardy (English mathemathician)- W. Weinberg (German physician)
identified a mathematical relationship betweenalleles and genotypes in populations.
This relationship has been called the
Hardy-Weinberg Equilibrium
-
8/7/2019 4.POPULATION GENETICS2
16/26
yaniNHS.bio.kmpk
Hardy-Weinberg Equilibrium :
Frequency of alleles and genotypes in a
population will remains constant fromgeneration to generation provided certain
conditions are met.
In other words, it means that the
population is in genetic equilibrium
-
8/7/2019 4.POPULATION GENETICS2
17/26
-
8/7/2019 4.POPULATION GENETICS2
18/26
yaniNHS.bio.kmpk
Genetic drift : a change of gene frequencies
within population over time
-
8/7/2019 4.POPULATION GENETICS2
19/26
yaniNHS.bio.kmpk
2. No migration that cause gene flow due
to immigration into or emigration out
from the population
-
8/7/2019 4.POPULATION GENETICS2
20/26
yaniNHS.bio.kmpk
3. No net mutation becauseby changing one allele into
another, mutation alters
the gene pool
-
8/7/2019 4.POPULATION GENETICS2
21/26
yaniNHS.bio.kmpk
4. Must have random mating/fertilization
because if individuals pick mates with
certain genotypes, the random mixingof gametes required for Hardy-
Weinberg equilibrium does not occur
-
8/7/2019 4.POPULATION GENETICS2
22/26
yaniNHS.bio.kmpk
5. Selection
All genotypes are equally fertile so that no
natural selection is taking place
mechanism in which members of population are
more successfully adapted
to environment
-
8/7/2019 4.POPULATION GENETICS2
23/26
yaniNHS.bio.kmpk
p2 + q2 + 2pq = 1
p = frequency of the dominant allele
q = frequency of the recessive allele
-
8/7/2019 4.POPULATION GENETICS2
24/26
yaniNHS.bio.kmpk
OVUM SPERM ZYGOTE PROBABILITY
A A AA p xp = p2A a Aa p x q = pq
a A aA q xp = qp
a a aa qxq = q2
Therefore, zygotes are produced in the following
proportions :
P2 = frequency of homozygous dominant individuals (AA)
2pq = frequency of heterozygous individuals (Aa)
q2 = frequency of homozygous recessive (aa)
-
8/7/2019 4.POPULATION GENETICS2
25/26
yaniNHS.bio.kmpk
1. In a population of 500 wildflowers, 20 are whiteflowers or having recessive phenotype and therest have dominant phenotype.
(a) What are the frequencies of :
(i) homozygous dominant individuals (p2)
(ii) heterozygous individuals (2pq)
(iii) homozygous recessive individuals (q2)
EXAMPLE :EXAMPLE :
-
8/7/2019 4.POPULATION GENETICS2
26/26
yaniNHS.bio.kmpk
(i) Genotype frequency of recessive individuals
q2 = 20/ 500
q2 = 0.04 ( homozygous recessive individuals )
q = 0.04
= 0.2 ( recessive allele )
since p + q = 1
p = 1 0.2
p = 0.8 ( dominant allele )
Therefore p2 = (0.8 ) 2
p2
= 0.64 (homozygous dominant individuals)
therefore 2pq = 2 ( 0.8) (0.2)
= 0.32 (heterozygous individuals)