Selection and Evolution Flashcards
Phenotypic variation
difference in phenotypes between organisms of the same species
Phenotypic variation can be explained by
genetic or environmental factors
Example of phenotypic variation explained by genetic factors
the four different blood groups observed in human populations are due to different individuals within the population having two of three possible alleles for the single ABO gene
Example of phenotypic variation explained by environmental factors
clones of plants with exactly the same genetic information (DNA) will grow to different heights when grown in different environmental conditions
Example of phenotypic variation explained by a combination of genetic and environmental factors
the recessive allele that causes sickle cell anaemia has a high frequency in populations where malaria is prevalent due to heterozygous individuals being resistant to malaria
The complete phenotype of an organism is determined by
the expression of its genotype and the interaction of the environment on this
Phenotype = Genotype + Environment
genetic variation
-small differences in DNA base sequences between individual organisms within a species population
-is transferred from one generation to the next
-it generates phenotypic variation
Genetic variation is the result of
A new combination of alleles in a gamete or individual is caused by the following processes:
-Independent assortment of homologous chromosomes during metaphase I
-Crossing over of non-sister chromatids during prophase I
-Random fusion of gametes during fertilization
-Mutation
Mutation results
-In the generation of new alleles
-The new allele may be advantageous, disadvantageous or have no apparent effect on phenotype (due to the fact that the genetic code is degenerate)
-New alleles are not always seen in the individual that they first occur in
-They can remain hidden (not expressed) within a population for several generations before they contribute to phenotypic variation
The varying effects of genes on an organism’s phenotype
-The phenotype may be affected by a single gene or by several
-The effect that the gene has on the phenotype may be large, small and/or additive
Variation in phenotype caused solely by environmental pressures or factors cannot
be inherited by an organism’s offspring- only alterations to the genetic component of gametes will ever be inherited, environmental factors don’t impact the DNA
Discontinuous variation
-Qualitative (categoric) differences in the phenotypes of individuals within a population
-They are discrete and distinguishable categories, usually with no intermediates
Continuous variation
-Quantitative differences in the phenotypes of individuals within a population for particular characteristics
-Continuous variation have a range of values existing between two extremes within which the phenotype will fall
Genetic basis of discontinuous variation
-This type of variation occurs solely due to genetic factors, the environment has no direct effect
-Different genes have different effects on the phenotype causing variation
-Different alleles at a single gene locus have a large effect on the phenotype causing variation
Genetic basis of continuous variation
-This type of variation is caused by an interaction between genetics and the environment
-Different alleles at a single locus have a small effect on the phenotype
-Different genes can have the same effect on the phenotype and these add together to have an additive effect
polygenes
a large number of genes that have a combined effect on a phenotype
An example of the additive effect of genes
-The height of a plant is controlled by two unlinked genes H / h and T / t
-The two genes have an additive effect
-The recessive alleles h and t contribute x cm to the plants’ height
-The dominant alleles H and T contribute 2x cm to the plants’ height
-The following genotypes will have the following phenotypes:
*h h t t : x + x + x + x = 4x cm
*H H T T : 2x + 2x + 2x + 2x = 8x cm
*H h T t : 2x + x + 2x + x = 6x cm
*H H T t : 2x + 2x + 2x + x = 7x cm
*H h T T : 2x + x + 2x + 2x = 7x cm
*h h T t : x + x + 2x + x = 5x cm
*H h t t : 2x + x + x + x = 5x cm
t-test
A statistical test that can be used to compare the means of two sets of data and determine whether they are significantly different or not
Conditions that data sets need to meet in order to conduct a t-test
*follow a rough normal distribution
*be continuous
*standard deviations should be approximately equal
Before you can conduct a t-test you need
-The standard deviation (s) to be calculated beforehand for each data set
-A null hypothesis should be given (for example, there is no statistically significant difference between the means of sample 1 and sample 2)
If there is a statistically significant difference between the means of two sets of data then
the observation is not down to chance and the null hypothesis can be rejected
Formula for calculating standard deviation
S = √Σ(x-x̄)^2/n-1
where:
S = sample standard deviation
x = observation
x̄ = mean
n = sample size (number of observations)
Steps in a t-test
Step 1: Calculate the mean for each data set
Step 2: Calculate the standard deviation for each set of data, s1 = standard deviation of sample 1 and s2 = standard deviation of sample 2
Step 3: Square the standard deviation and divide by n (the number of observations) in each sample, for both samples
Step 4: Add the values from step 3 together and take the square root
Step 5: Divide the difference between the two means (see step 1) with the value calculated in step 4 to get the t value
Step 6: Calculate the degrees of freedom (v) for the whole data set
Step 7: Look at a table that relates t values to the probability that the differences between data sets is due to chance to find where the t value for the degrees of freedom (v) calculated lies
Step 8: The greater the t value calculated (for any degree of freedom), the lower the probability of chance causing any significant difference between the two sample means
*Identify where the t value calculated lies with respect to the confidence levels provided
If the t value is greater than the critical value (obtained from the table at the critical probability of 0.05) then any difference between the two data sets is less likely to be due to chance, so the null hypothesis can be rejected
*If the t value is less than the critical value given at a confidence of 5% / the probability that any difference is down to chance is above 0.05; then an assumption can be made that the differences between the means of the two sets of data are not significant and the null hypothesis is accepted
t=
|x̄1-x̄2|/√(S1^2/n1 + S2^2/n2)
provided in the exam paper
v=
(n1 - 1) + (n2 - 1)
exponential growth
the growth in a population due to the offspring of every individual surviving to adulthood and reproducing
when does exponential growth occur
when there are no environmental factors or population checks acting on the population (for example, when there are plentiful resources and no disease)
Environmental factors
limit population sizes by reducing the rate of population growth whenever a population reaches a certain size
Environmental factors can be
biotic or abiotic
Biotic factors involve
other living organisms; so things like predation, competition for resources and disease
Abiotic factors involve
the nonliving parts of an environment for example light availability, water supply and soil pH
Examples of selection pressures
-environmental factors
-phenotypic variation
How selection pressure affects phenotypic variation
Selection pressures increase the chance of individuals with a specific phenotype surviving and reproducing over others
higher fitness
organisms with the favoured phenotypes possess adaptations that make them better suited to their environment
fitness
an organism’s ability to survive and pass on its alleles to offspring
When selection pressures act over several generations of a species
they have an effect on the frequency of alleles in a population through natural selection
natural selection
the process by which individuals with a fitter phenotype can adapt better to their environment and are more likely to survive and pass on their alleles to their offspring so that the advantageous alleles increase in frequency over time and generations
Types of selection pressure
-Stabilising
-Disruptive
-Directional
Stabilising selection
natural selection that keeps allele frequencies relatively constant over generations - means that allele frequencies stay as they are unless there is a change in the environment
Directional selection
natural selection that produces a gradual change in allele frequencies over several generations
when does directional selection usually happen
when there is a change in the environment or a new selection pressure which leads to a specific allele becoming advantageous