Exponential growth is when a population grows faster and faster and there is a population in explosion. This is unsustainable. The population will deplete and many will die. In Logistical growth the number of organisms are pretty much remained at a constant number of individuals.
In logistic growth, growth is limited while in exponential growth there is no limit. Both can occur for organisms in the animalia kingdom but exponential growth is more common for unicellular organisms like bacteria.
I don't know , so that's why i'm asking...
A logistic model is usually S-shaped.
Any time the RATE of increase is greater than one. For example : if a population were to double (note that 2 is greater than 1) each generation then it is referred to as exponential growth. Note also that there are now 7 billion people on Earth - exponential growth. What is "needed" for this kind of growth is an unlimited environment, since it does not exist in the real universe, exponential growth ALWAYS crashes.
exponential
In order to have exponential growth there must be sufficient resources to thrive. The problem with exponential growth is that since the world is finite at some point there will be overpopulation.
When the population's resources become less available.
the industrial revolution began
A logistic growth will at first approximate an exponential growth - until it approximates the "saturation" value, when it begins to increase less quickly.
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Logistic growth and Exponential growth
Logistic growth and Exponential growth
factors that contribute to exponential growth is unlimited resources while factors that contribute to logistic population growth is limited resources.
look in your textbook
look in your textbook
Logistics growth as exponential only uses scientific examples to prove a study
The two major types of population models are deterministic models, which predict population changes based on fixed parameters and assumptions, and stochastic models, which account for randomness and variability in factors affecting population dynamics.
That answer was offensive and stupid
Logistic growth
Exponential functions increase for all values of x, Logistic growth patterns appear to increase exponentially however they eventually platou out on a maximum y value