According to the logistic growth equation, dN/dt =rN (K-N)/K , ______. A. the number of individuals added per unit time is greatest when N is close to zero B. the per capita growth rate (r) increases as N approaches K C. population growth is zero when N equals K D. the population grows exponentially when K is small

With exponential growth, a population's growth rate per capita (per person) remains constant regardless of population size, causing the population to expand exponentially as it grows larger.
In nature, populations may expand exponentially for a while, but ultimately, their growth will be constrained by the availability of resources.
In logistic growth, a population's rate of per capita growth declines as it approaches the carrying capacity, a limit imposed by the environment's limited resources (K).
A J-shaped curve is produced by exponential growth, whereas an S-shaped curve is produced by logistic growth.

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