The model of exponential population growth predicts that the per capita population growth rate, r Select one:_______.
a. fluctuates on a regular cycle.
b. gets smaller as a population gets larger.
c. Is always at its maximum level (rmax).
d. does not change as the population gets larger.
e. gets larger as a population gets larger

Respuesta :

Exponential Population Growth

Explanation:

The model of exponential population growth predicts that the per capita population growth rate, r :

d. does not change as the population gets larger.

A population shows exponential growth if there is no limitation on growth. All members have abundant resource availability and the population displays its intrinsic rate of increase.This is also known as geometric growth .In geometric growth, rate of increase is expressed as a constant fraction or an exponent by which a particular population is multiplied.

The per capita population growth rate should be not changed when the population should be larger.

What is Exponential growth:

The population represents exponential growth in the case when there should no limitation on the growth. Also, the members have enough resources that are available and the population represents the increment of the intrinsic rate. It is called as geometric growth. In the geometric growth, the rate of increase should be expressed as the same fraction.

Therefore, the option d is correct.

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