AAC+-+07+-+Concept+2+Notes+-+Natural+Selection+PPT (1) Flashcards
•
The process of biological change in populations over
•
Evolution can occur on a small scale affecting a
•
Evolution on a large scale affecting changes in
•
Creationism
•
Catastrophism (Cuvier)
•
Gradualism (Hutton)
•
Struggle for Existence
•
Uniformitarianism (Lyell)
•
Inheritance of Acquired
•
Intelligent Design
•
English Naturalist
•
Went on a voyage to the
•
Saw that different species of
•
Developed his theory of
•
Natural Selection: organisms with the “best”
•
Lots of offspring and limited resources causes
•
Variation: differences in the physical traits of
•
Sources of Variation:
•
Adaptation: a feature that allows an
•
A change in gene frequency
•
Beneficial traits should
1
Directional Selection:
had light-colored
wings, but dark
moths started to appear.
Because
survived, adding
more genes for
2
Disruptive Selection: a
disadvantaged
because
3
Stabilizing Selection:
For example: Human babies
born
with below-normal
and above-
1
Two different colorations of a species of beetles
2
Brightly colored fish mate more frequently than
3
The average baby chick weighs ~45 grams when
4
Fossil evidence reveals that over time, the size of
•
Each allele has a frequency in a population’s
•
All frequencies can be calculated.
•
In a given population with only 2 versions of
•
In a population of wildflowers, the red allele is
•
Of the 500 total plants in the population, 20 are
•
1000 total (500 plants with 2 alleles each = 1000 total)
•
r = 20 + 20 + 160 = 200 alleles
•
R = 320 + 320 + 160 = 800 alleles
•
In a population
•
Of the 500 total
•
800/1000 = p = frequency of dominant “R” allele = 0.8
•
200/1000 = q = frequency of recessive “r” allele = 0.2
•
Check: p + q = 1 and 0.8 + 0.2 = 1
•
In a population of pea plants, the tall allele is
•
Of the 400 total plants in the population, 50 are
•
In a population of pea plants, the tall allele is
•
Of the 400 total plants in the population, 50 are
•
In a population of pea plants, the tall allele is
•
Of the 400 total plants in the population, 50 are
Mechanisms
of Microevolution
1
Mutations
2
Natural Selection
3
Genetic Drift
4
Gene Flow
5
Non-random Mating (Sexual
•
Mutation = any change in a DNA sequence.
•
Natural selection = organisms more fit for their
•
Genetic drift = random change in the frequency of
Mechanisms
of Microevolution
•
Gene flow = movement of genes into/out of a
Mechanisms
of Microevolution
•
The selection of traits that aren’t necessarily good
•
Genetic equilibrium (Hardy-Weinberg
•
Evolution
1
Population is large.
2
Must be random mating.
3
No migration.
4
No mutations.
5
No natural selection.
•
We already know that in all populations with only
•
When a population is in HWE, we can use an
Hardy-Weinberg
Equilibrium
•
p2 = genotypic frequency of homozygous
•
2pq = genotypic frequency of
•
q2 = genotypic frequency of homozygous
•
Round heads are dominant to cone heads and 51%
•
51% = 0.51 of the population
•
This means the other 49% of the population
•
0.49
•
p2 is the frequency
Hardy-Weinberg
Equilibrium
•
In turtles, red color is dominant to yellow color.
•
In a population of 241 turtles, 34 are yellow.
•
Assume the population is in Hardy-Weinberg
•
In turtles, red color is dominant to yellow color.
•
In a population of 241 turtles, 34 are yellow.
•
Assume the population is in Hardy-Weinberg
•
R = Red
•
34/241= 0.14 = yellow phenotype
•
√0.14=√q2
•
q = 0.37
•
p + q = 1, so 1 - .37 = 0.63
Hardy-Weinberg
Equilibrium
•
In turtles, red color is dominant to yellow color.
•
In a population of 241 turtles, 34 are yellow.
•
Assume the population is in Hardy-Weinberg
•
RR = p2 = (0.63)2 = 0.3969 = 39.69%
•
Rr = 2pq = 2(0.63)(0.37) = 0.4662=
•
rr = q2 = (0.37)2 = 0.1369 = 13.69%
Hardy-Weinberg
Equilibrium
•
In turtles, red color is dominant to yellow color.
•
In a population of 241 turtles, 85 are red.
•
Assume the population is in Hardy-Weinberg
Hardy-Weinberg
Equilibrium
•
In turtles, red color is dominant to yellow color.
•
In a population of 241 turtles, 85 are red.
•
Assume the population is in Hardy-Weinberg
•
In turtles, red color is dominant to yellow color.
•
In a population of 241 turtles, 14 are rr, 200 are Rr,
•
Note: Actual population
Hardy-Weinberg
Equilibrium
•
In turtles, red color is dominant to yellow color.
•
In a population of 241 turtles, 14 are rr, 200 are
•
RR = 27/241 = 0.11 = 11% RR
•
Rr = 200/241 = 0.83= 83% Rr
•
rr = 14/241 = 0.06= 6% rr
•
In turtles, red color is dominant to yellow color.
•
In a population of 241 turtles, 14 are rr, 200 are
•
R= red, r = yellow
•
Gene pool = 482 total alleles (241 turtles
•
R allele = 27 + 27 + 200 = 254
•
r allele = 14 + 14 + 200 = 228
Hardy-Weinberg
Equilibrium
•
In turtles, red color is dominant to yellow color.
•
In a population of 241 turtles, 14 are rr, 200 are Rr, and 27 are
•
RR = p2 = .532 = .2809
•
Rr = 2pq = 2(.53)(.47) = .4982
•
rr = q2 = .472 = .2209
frequencies.
Therefore, the population is evolving and the Rr genotype is
•
If the population is in HWE and you
–
Find frequency of homozygous recessive
–
Take the square root to find q.
–
Find p using p
–
Use p2 + 2pq + q2 = 1 to find other
•
If you are trying to figure out if a population is
–
First use the actual
–
Once you have p and q, use p2 + 2pq + q2 = 1 to
–
If these genotype