Many populations colonizing a new habitat show a logistic population growth pattern over time, as shown in the figure. In such a population, the POPULATION growth rate.
A
Stays constant over time
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B
Increases and then reaches an asymptote
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C
Decreases over time
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D
Increases to a maximum and then decreases
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Solution
The correct option is B Increases and then reaches an asymptote The given image represents the population growth curve which is given by the equation of dN/dT=rN(1-N/K). Here, the growth rate increases in the log phase and then reaches a plateau. This is the phase when the N approaches to K which causes a decrease in dN/dT value and the graph reaches to an asymptote.