A population is growing logistically with a growth rate of 0.15/week in an environment with a carrying capacity of 400 what is the maximum growth rate (number of individuals/week) that this population can achieve
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Answer:
15
Explanation:
Maximum population growth of a population happen at half of the carrying capacity.
So, at maximum population growth period the size of the population should be 400/2=200 individuals.
So, the formula for logistic population growth is dN/dt= rN ( 1 – N/K)
dn/dt = 0.15 × 200 (1 – 200/400)
= 0.15 × 200 (0.5)
= 0.15 × 100
= 15 individuals per week
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