mechanisms of evolution. five factors drive evolution mutation

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Mechanisms of Evolution

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Page 1: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

Mechanisms of Evolution

Page 2: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

Five Factors Drive Evolution Mutation

Page 3: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

Venom-like proteins first appeared about 200 million years ago

Page 4: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

Venoms evolved from other proteins

Page 5: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

Venoms were recruited from other functions

Page 6: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

I. Natural Selection

Green mamba is arboreal

Its venom is most effective against birds.

Black mamba is terrestrial

Its venom is most effective against mammals.

Page 7: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

OVERPRODUCTION

Page 8: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

HERITABLE VARIABILITY

Page 9: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

COMPETITION

Page 10: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

DIFFERENTIAL REPRODUCTION

Page 11: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

II. GENETIC DRIFT

The smaller the population, the less genetic variety it has.

In a very small population, alleles can be lost from one generation to the next, simply by random chance.

When a population evolves only because of this type of random sampling error, GENETIC DRIFT is taking place.

Page 12: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

FOUNDER EFFECT

Page 13: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

BOTTLENECK EFFECT

Page 14: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

AND IN 4.5 BILLION YEARS… The diversity of life on earth around us evolved.

Page 15: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

Measuring Genetic Change

The study of Population Genetics is the study of how the genetic makeup of populations changes from one generation to the next.

Population geneticists study how genes/traits maintained lost

…from a population’s gene pool. gene pool = all the genes at all the loci in all

members of the population

Page 16: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

Let’s imagine

A population of fruit flies with a gene we’ll call “X”

X codes for an important enzyme the fly needs for survival.

Page 17: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

Let’s imagine

A mutation of the gene results in a mutant allele we’ll call x

X is dominant. x is recessive.

The recessive version of the gene codes for a “broken” enzyme that does not work.

Page 18: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

Mate a heterozygous male with a homozygous XX female

x

Page 19: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

Predict offspring ratios with a Punnett Square

Page 20: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

What if two heterozygotes mated?

X

Page 21: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation
Page 22: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

Inbreeding

Mating between close relatives increases the chance that recessive alleles will be expressed (in homozygous individuals)

Page 23: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

Outbreeding

Mating between distantly related individuals decreases the chance that recessive alleles will be expressed.

Outbreeding increases heterozygosity at many gene loci. This results in…. HYBRID VIGOR

Page 24: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

Hardy-Weinberg Equilibrium If there are two alleles for a particular

gene Then dominant alleles + recessive alleles =

100% 100% can also also be represented as

1.0 The proportion of each allele is also

called its FREQUENCY % = proportion = frequency

Page 25: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

Hardy-Weinberg Equilibrium With two alleles, there

are three possible genotypes: XX Xx xx

Page 26: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

Hardy-Weinberg EqulibriumIf a population is not evolving, then you should have the same number of XX , Xx, and xx individuals in every generation.But if the proportions of XX, Xx, and xx change from one generation to the next, then the population is EVOLVING.

Page 27: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

Hardy-Weinberg Equlibrium Let’s call the frequency of the

dominant allele (X)… p. Let’s call the frequency of the

recessive allele (x)… q. If only X and x alleles exist, then p +

q = 1.0 If you know q, you can figure out p.

But how do we figure out q?

Page 28: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

Hardy-Weinberg Equilibrium Every xx individual carries two

recessive alleles. The frequency of the q allele in these

homozygotes is represented as q2

Only homozygous recessives will show the recessive trait.

To calculate q, take the square root of q2

Page 29: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

Hardy-Weinberg Equilibrium Since p + q = 1.0, then 1.0 – q = p Once you know both p and q, plug in

to the Hardy-Weinberg equation:

p2 + 2pq + q2 p2 is the proportion (frequency ) of XX homozygotes 2pq is the proportion (frequency) of Xx

heterozygotes q2 is the proportion (frequency) of xx homozygotes

Page 30: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

Hardy-Weinberg Equilibrium If the relative frequencies of X and x

change from one generation to the next, then the population is evolving.

If the proportion of XX, Xx and xx individuals in a population changes from one generation to the next, then the population is evolving.

Page 31: Mechanisms of Evolution. Five Factors Drive Evolution  Mutation

Hardy-Weinberg Equilibrium A population that is NOT EVOLVING is said to be in Hardy-Weinberg equilibrium.

We can use HW calculations to measure microevolution in populations.