Population Growth pt. 2 Flashcards
Population growth can be reduced TEMPORARILY due to what?
abiotic (environmental) conditions
Density independent environmental factors
limit the growth rate of a population, regardless of the population’s size
What is this an example of:
The lethality of a natural disaster in a certain location is completely independent of the size of an animal or plant population in that location.
density independent environmental factor
Density dependent biotic factors
affect the growth rates of large populations differently than smaller populations (usually negative relationship between density and pop. growth)
What is this an example:
As fruit fly populations grow, competition for resources increases, causing population growth to slow (fewer births and earlier deaths).
density dependent biotic factors
How is the logistic growth model used?
in scenarios with negative density dependent growth
According to logistic growth model:
Growth rate is exponential when____
Growth rate is exponential when POPULATION SIZE IS RELATIVELY LOW (low competition, low rate of disease transmission)
According to logistic growth model:
Growth rate slows as ____
Growth rate slows as POPULATION SIZE GETS RELATIVELY HIGH (high competition, high rate of disease transmission)
In populations with logistic growth, the growth rate goes to zero when…
when the population reaches the maximum number of individuals that can survive in a given area
Carrying capacity, K
it’s the max # of individuals of a species that can be supported in a habitat, based on the # of available resources (food, space, water, etc.)
Logistic growth equation
dN/dt =rN(1-N/K)
In the logistic growth model equation, what does each unit stand for:
dN/dt =rN(1-N/K)
dN/dt = instantaneous growth rate
r = intrinsic growth rate, per individual (r = b-d)
N = population size
K = carrying capacity
Instantaneous growth rate (dN/dt) decreases as _ approaches _.
Instantaneous growth rate (dN/dt) decreases as N approaches K.
When population size is small the logistic growth equations ….
acts like the exponential growth equation
When population size is at the carrying capacity ….
the growth rate becomes 0