The Origin of Species · Chapter
Geometrical Ratio of Increase explained
Darwin argues that all organic beings tend to increase at a geometrical ratio, leading inevitably to a struggle for existence.
What happens
Darwin argues that all organic beings tend to increase at a geometrical ratio, leading inevitably to a struggle for existence. He illustrates this with examples from plants, animals, and even humans, showing that without destruction at some life stage, populations would quickly overwhelm available resources. The chapter applies Malthusian principles to the natural world, emphasizing that checks on population growth are universal and necessary.
Themes in this chapter
Natural Selection and the Struggle for Existence
The chapter introduces the struggle for existence as a direct consequence of geometrical population increase.
Characters to notice
- Charles Darwin
Author and narrator; presents calculations and observations on population increase.
- Linnaeus
Cited for a calculation on plant reproduction showing rapid potential increase.
- Dr. Falconer
Provides evidence of introduced plants spreading rapidly in India.
Key passages
“A struggle for existence inevitably follows from the high rate at which all organic beings tend to increase.”
Because all living things reproduce so rapidly, they must compete for survival.
Core thesis linking population growth to competition.
“It is the doctrine of Malthus applied with manifold force to the whole animal and vegetable kingdoms.”
Malthus's idea about human population limits applies even more strongly to all other species.
Explicitly connects Malthusian theory to natural selection.
“Lighten any check, mitigate the destruction ever so little, and the number of the species will almost instantaneously increase to any amount.”
Even a small reduction in mortality allows a species to multiply enormously.
Emphasizes the delicate balance of population controls.