Asymptote in a logistic growth curve is obtained when :
- K > N
- The value of 'r' approaches zero
- K < N
- K = N
Answer
(4) K = N
Solution
Logistic growth: dNdt = rN ( K-NK )
As per NCERT, the population first grows, then the growth slows down and the curve reaches an asymptote (plateau) when the population density reaches the carrying capacity (K).
When N = K, dNdt = 0, so the curve becomes flat.
Answer: (4)