Variation and Selection
Senior 6 · Biology
Variation and Selection
Lesson 3 of 5
30 min
Daphne Major is a tiny volcanic island in the Galápagos. In 1977 almost no rain fell there. Plants produced few seeds, and the small, soft seeds were eaten first, leaving mainly large, hard ones. Peter and Rosemary Grant and their team had measured and ringed nearly every medium ground finch on the island. They found that most of the finches died, but birds with deeper beaks, able to crack the hard seeds, survived better. Because beak depth is largely inherited, the next generation had deeper beaks on average. Natural selection had been seen happening, measured in millimetres, in a single year. This lesson sets out the theory and the different ways selection can act on a population.
Definition
Natural selection: the process by which individuals with characteristics that suit their environment survive and reproduce more successfully, so that the alleles for those characteristics become more common in later generations.
Selection pressure: an environmental factor, such as a predator, disease, competition or climate, that affects which individuals survive and reproduce.
Fitness: an organism's ability to survive and pass on its alleles to the next generation, relative to others in the population.
Adaptation: an inherited feature that increases an organism's fitness in its environment.
Stabilising, directional and disruptive selection: selection that favours, respectively, the intermediate phenotypes, one extreme, or both extremes of a range.
Balanced polymorphism: two or more alleles kept in a population by selection, for example because heterozygotes have the highest fitness.
Charles Darwin and Alfred Russel Wallace proposed the theory together in 1858. In modern terms it rests on a few observations and the conclusions drawn from them:
Selection acts on phenotypes, but what changes over the generations is the frequency of alleles in the population. Individuals do not evolve: populations do.

Worked example 1: how fast can resistance spread?
Illustrative values. A person's infection contains bacteria, of which 100 carry a mutation that makes them resistant to an antibiotic. The antibiotic kills 99.9% of the susceptible bacteria and none of the resistant ones. (a) What fraction of the population is resistant before and after treatment? (b) If the resistant bacteria then divide every 30 minutes with no losses, how many are there after 10 hours?
Interpretation. This is directional selection: the antibiotic is the selection pressure, and the resistance allele, which was there before the antibiotic was used, becomes common. Stopping a course of antibiotics early leaves the most resistant bacteria alive to multiply, which is why patients are told to finish the course as prescribed.
The allele HbS for sickle-cell haemoglobin is harmful when homozygous: people with HbSHbS have sickle-cell disease. Without other effects, selection would make the allele rarer and rarer. Yet in regions where falciparum malaria is, or was, common, HbS is found at much higher frequencies. The reason is that heterozygotes are protected:
| Genotype | Effect where malaria is common | Relative fitness |
|---|---|---|
| HbAHbA | Normal haemoglobin, but more likely to die of severe malaria | Reduced |
| HbAHbS | Sickle-cell trait: usually healthy, and much less likely to develop severe malaria | Highest |
| HbSHbS | Sickle-cell disease, with anaemia and painful crises | Greatly reduced |
Because the heterozygote has the highest fitness, selection removes both alleles in homozygotes and keeps both in the population: a balanced polymorphism maintained by heterozygote advantage. Where malaria is absent, the advantage disappears and selection against HbSHbS slowly lowers the allele's frequency. The distribution of the allele follows the history of malaria, not any other grouping of people.
Worked example 2: identifying the type of selection
Illustrative data, in the pattern of classic hospital studies before modern neonatal care. The table shows the percentage of babies in each birth-mass class who died in the first month.
| Birth mass / kg | below 1.5 | 1.5 to 2.5 | 2.5 to 3.5 | 3.5 to 4.5 | above 4.5 |
|---|---|---|---|---|---|
| Deaths / % | 50 | 15 | 2 | 1.5 | 6 |
(a) Which type of selection do the data show? (b) Predict its effect on the distribution of birth mass. (c) Suggest why the pattern is weaker today in places with good neonatal care.
Warning
Common mistakes
OtterBioTutor: "Natural Selection: Stabilizing, Directional, Disruptive" (Cambridge AS and A Level Biology). Compare the graphs in the video with Figure 1.
Practice: natural selection
Key points
Sources and credits
Figure 1, the table, the worked examples (with illustrative data) and the practice questions were written by Ganzaa.
This lesson adapts CC BY-SA material and is shared under CC BY-SA 4.0.