Name two density-dependent and two densityindependent factors that can limit the size of a population.

explain why a population that fits the logistic growthmodel increases more rapidly at intermediate size thanat relatively small and large sizes

To define: Equilibrium population and also describe the conditions under which a population is expected to remain at equilibrium.

What is the difference between the exponential (J-shaped) and the logistic growth model (s-shaped)? Select all that apply 0 Small populations grow more slowly in the logistic model because it assumes that there are fewer individuals capable of producing offspring The logistic growth model reaches and inflection point because resources can become limiting in large populations The exponential growth model assumes that there are no limitations of resources on a population no matter how large it gets Carrying capacity is only a component in the exponential growth model, not in the logistic growth model if populations were a metaphor for money, and you wanted to maximize your return on investment, you would choose the logistic growth model