What is the equation for a logistic function?
Keeping this in view, what is the logistic growth equation?
The term for population growth rate is written as (dN/dt). The logistic growth equation assumes that K and r do not change over time in a population. Logistic Growth Equation. Let's see what happens to the population growth rate as N changes from being smaller than K, close or equal to K and larger than K.
Also asked, which equation represents the logistic growth rate of a population?
An important example of a model often used in biology or ecology to model population growth is called the logistic growth model. The general form of the logistic equation is P(t) = frac{KP_0e^{rt}}{K+P_0(e^{rt}-1)}.
Meaning 1: Logistic population growth The term "logistic" was first invented in the nineteenth century to describe population growth curves. The idea is pretty simple. Population growth is limited, so can't ever exceed some value we'll call Nmax.