Solution
Related Formula
(dN)/(dt) = rN((K - N)/(K))where K = Carrying capacity, r = Intrinsic rate of natural increase, N = Population density at time 't'.
Core Logic
The Verhulst-Pearl logistic growth model accounts for environmental resistance, where growth slows down as population size (N) approaches carrying capacity (K). This limitation is represented by the factor (K-N)/(K).
Pattern Recognition
Logistic growth must have the (K-N)/K dampening factor which makes the rate approach zero when N = K.
Chapter Mix
Class 12 Biology: Organisms and Populations